<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Online Nursing Degrees &#187; AI News</title>
	<atom:link href="http://onlinenursingdegreenow.net/category/ai-news/feed/" rel="self" type="application/rss+xml" />
	<link>http://onlinenursingdegreenow.net</link>
	<description>Online Nursing Degrees</description>
	<lastBuildDate>Sat, 20 Jun 2026 07:41:34 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.2.38</generator>
	<item>
		<title>The Best AI Product Design Tools for Small Businesses 2024</title>
		<link>http://onlinenursingdegreenow.net/the-best-ai-product-design-tools-for-small/</link>
		<comments>http://onlinenursingdegreenow.net/the-best-ai-product-design-tools-for-small/#comments</comments>
		<pubDate>Tue, 04 Jun 2024 15:02:18 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=88432</guid>
		<description><![CDATA[<p>Top Chatbot UX Tips and Best Practices for 2024 Also, such errors have been shown to reduce trust and acceptance of agents (Blascovich and McCall, 2013; Wang et al., 2013; Lucas et al., 2018a), with chatbots attempting to use an entirely natural language interface being prone for failure (Luger and...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/the-best-ai-product-design-tools-for-small/#more-88432">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/the-best-ai-product-design-tools-for-small/">The Best AI Product Design Tools for Small Businesses 2024</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>
<h1>Top Chatbot UX Tips and Best Practices for 2024</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="chatbot design"/></p>
<p>
<p>Also, such errors have been shown to reduce trust and acceptance of agents (Blascovich and McCall, 2013; Wang et al., 2013; Lucas et al., 2018a), with chatbots attempting to use an entirely natural language interface being prone for failure (Luger and Sellen, 2016; see also Harnad, 1990). While multiple-choice menus were chosen over speech recognition, agent speech has been shown to increase trust and perceived humanness (Khashe et al., 2017; Burri, 2018; Schroeder and Schroeder, 2018). Accordingly, the chatbot used voice to interact with participants; a HTML5 Web Speech API enabled text-to-speech (TTS). Following Bhakta <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> et al. (2014), a human-like voice (i.e., Microsoft Zira Desktop’s English voices) was selected, and the agent’s mouth movements were synchronized to speech produced by this TTS. To create a natural appearance the agent also blinked every 3–8 s, with the agent’s responses being slightly delayed to simulate a natural flow of conversation (e.g., Zumstein and Hundertmark, 2017). Passive listening, akin to a silent observer, would allow companion robots to discreetly gather invaluable insights from social events, creating a reservoir of knowledge to enhance future interactions of the user with their friends and family.</p>
</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Chatbot guides women through post-prison challenge  Newswise &#8211; Newswise</h3>
<p>Chatbot guides women through post-prison challenge  Newswise.</p>
<p>Posted: Tue, 02 Apr 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMijgFBVV95cUxQd0hkeDF5S2ZVT1FYdGMxcHBMeW05SHJkb2xQTFA5MnJIaWhpM2RramZVSGhuR2tiZlpPMGVwR1pNeGl0QW1DZXNrRk1wSWcxWDhHOVVmSHE3WHdHZU1RQmxhaWtQU1dUUzRaYlNLMTJmZjRPVURKT1VCM1N4NFF2YjVSazQ4a29BTnJ2bHpn0gGOAUFVX3lxTFB3SGR4MXlLZlVPUVh0YzFwcEx5bTlIcmRvbFBMUDkyckhpaGkzZGtqZlVIaG5Ha2JmWk8wZXBHWk14aXRBbUNlc2tGTXBJZzFYOEc5VWZIcTdYd0dlTVFCbGFpa1BTV1RTNFpiU0sxMmZmNE9VREpPVUIzU3g0UXZiNVJrNDhrb0FOcnZsemc?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>In conclusion, our research contributes to the field by developing instructional design principles and guidelines to support the design of elementary English speaking classes using AI chatbots. These guidelines provide teachers with a systematic and comprehensive approach to instructional design and can be applied not only in English language instruction but also in other languages. Additionally, the principles and guidelines can be extended to different educational levels, offering valuable insights for designing English speaking classes across various learner groups. The usability evaluation was conducted to assess the suitability of the developed 2nd iteration instructional design principles for actual classroom use by teachers.</p>
</p>
<p>
<h2>Navigating the Future of Fashion with AI Tools</h2>
</p>
<p>
<p>Next, the teachers designed lessons based on the provided instructional design principles and, upon completing the lesson designs, responded to a usability evaluation questionnaire. The usability evaluation items were designed on a 4-point scale to assess the teachers’ understanding of the instructional design principles for AI-based elementary English-speaking classes and the practical assistance provided by the design principles in their actual lesson planning. The final section of the questionnaire allowed the teachers to freely provide their opinions on strengths, weaknesses, and suggestions for improvement. Teachers should choose diverse and multidimensional media, taking into account the learning conditions and content (Yu, 2022). Selecting a medium that allows learners and the chatbot to engage in conversations by changing the order of questions and answers can encourage learners to produce more utterances.</p>
</p>
<p>
<p>Botika emerges as a cutting-edge AI-powered software platform designed for online apparel retailers. Its primary goal is to produce high-quality, hyper-realistic clothing product photos in a quick and cost-effective manner. The platform leverages generative AI technology to create a diverse range of on-model images, significantly reducing the need for traditional photoshoots, thereby saving time and costs.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="chatbot design"/></p>
<p>
<p>On the other hand, active listening empowers the robot to actively engage in conversations with the user, asking relevant follow-up questions, and inspiring users to think critically about their perceptions and thoughts, in addition to improving trust in the robot (Anzabi and Umemuro, 2023). The key lies in the robot’s ability to discern the conversation’s context and choose the appropriate action–passive in social events and active when alone–ensuring a dynamic and meaningful dialogue that respects privacy and encourages thoughtful engagement. Secondly, warmth perception plays a mediation role in the process wherein the communication style of chatbot affects consumers’ interaction satisfaction and behavior intention. Interestingly, as another dimension of mind perception, competence cannot serve as a theoretical mediation to explain the influence of the communication style of chatbots on consumer behavior.</p>
</p>
<p>
<p>I think it’s cool and I feel like we’re moving in that direction with a lot of things — not just in fashion. Working with [AI image-generation tool] Stable Diffusion is really fun, and I always want to do it. We send reference images [and they] go through this machine process and it creates this movement through AI, and you manipulate from there.  I like to be overstimulated, and I really believe in and am interested in the internet.</p>
</p>
<p>
<h2>Enhancing user research</h2>
</p>
<p>
<p>Eighth, strategies for promoting meaningful negotiation of meaning are needed to elicit additional utterances from learners. Utilizing strategies that encourage meaningful negotiation of meaning, teachers can specifically prompt learners’ speech (Bygate, 1987; Lin and Mubarok, 2021). Additionally, for words or expressions that the chatbot does not immediately understand, strategies such as “requesting repetition,” “eliciting clarification,” and “eliciting inference” have been proposed (Chu and Min, 2019). “Our generative AI-powered experiences are under development in varying phases, and we’re testing a range of them publicly in a limited capacity,” a Meta spokesperson told TechCrunch.</p>
</p>
<p>
<p>In a world where the UI is adaptive to the user’s intention, interfaces could become just-in-time composition of components through a simple prompt, or inferred from prior actions, rather than navigating through nested menus and fields. An example like below, in a context aware CRM, where the user prompts “input an opportunity for a lead”, the UI could pre-select answers and redact unnecessary fields to make the workflow more streamlined. We were coding up a side project called AI-Tamago recently, and used generative tools like Vercel v0 extensively to design the UI. Python is one of the best languages for building chatbots because of its ease of use, large libraries and high community support. Yes, because of its simplicity, extensive library and ability to process languages, Python has become the preferred language for building chatbots. The Chatbot Python adheres to predefined guidelines when it comprehends user questions and provides an answer.</p>
</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>Effectiveness of an Empathic Chatbot in Combating Adverse Effects of Social Exclusion on Mood &#8211; Frontiers</h3>
<p>Effectiveness of an Empathic Chatbot in Combating Adverse Effects of Social Exclusion on Mood.</p>
<p>Posted: Fri, 09 Feb 2024 10:46:09 GMT [<a href='https://news.google.com/rss/articles/CBMijwFBVV95cUxOTjhMc0YzWkJHTW9RVkJVTzhibVU0aGF1Tk5Vb0htZ0VqS0ZGekkyQl9hMnlXNkttYUJrUkoyNHpicFJ5clVnZGJna3FNbUZPdGFLaEdzaS1iZThVRDNmRVZJdFdrN3pLOFZCb1NVYkM5TmZFTE9rcDhnTWlMVlRpNGRMQzhIRnpjcjdKT2NTZw?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>It introduces an interactive, visual discovery tool that allows customers to explore various fashion attributes, including style, fit, design, and mood. This innovative approach enhances the online shopping experience, making it more engaging and tailored to individual preferences. In addition to her years of foundational doctoral research in AI in education, the version of Curiously currently in beta testing required six months of development. Mimicking user expressions and behaviors, such as smiling and laughing with the user, can improve interpersonal coordination, boost interaction smoothness, and increase the likeability of the robot (Vicaria and Dickens, 2016).</p>
</p>
<p>
<p>Virtual humans or agents (i.e., animated characters that allow people to interact with them in a natural way via speech or, in the case of chatbots, via text) have been designed to address various aspects of mental health and social functioning. For example, virtual agents serve as role players in mental health-related applications such as virtual reality exposure therapy (VRET). For this, therapists use agents as part of a scenario designed to evoke clinical symptoms (e.g., PTSD, social anxiety, fear of public speaking) and then guide patients in managing their emotional responses (Jarrell et al., 2006; Anderson et al., 2013; Batrinca et al., 2013).</p>
</p>
<p>
<h2>What is Microsoft Designer AI? Intelligent Design</h2>
</p>
<p>
<p>This is arguably the most friction-ridden stage — it’s almost like translating from one language to another. Design and engineering speak different languages, and something always gets lost in translation. However, generative AI models, through their training or fine-tuning on diverse datasets, have developed an intricate understanding of programming languages, design principles, and UX guidelines. Coupled with their capacity to apply UI templates and frameworks like Tailwind, LLMs can now generate functional, aesthetically pleasing UI elements. The design process in itself is complex and non-linear, which is why giving designers better tools to do breadth-first-search and eliminate the need for pixel-perfect adjustments is very valuable. Oftentimes, senior designers already have a few concepts in their brains upon hearing about the product features to be designed, and the rest of the work is aligning with other stakeholders on what the design would roughly look like, before producing a pixel-perfect mock-up.</p>
</p>
<p>
<p>I’m thinking about how fashion is going to live in the future; I feel like it&#8217;s grounded in human beings. We just did a project with [tech startup] BigThinx, and they did an AI show of my last collection. It was a very interesting process — building the people, building the room, how do they walk, how does the fabric move?</p>
</p>
<p>
<p>Chatbots which receive text inputs from users are also beneficial as “virtual agents” in supporting self-guided mental health interventions. For example, the chatbot Woebot (Lim, 2017) guides users through CBT, helping users to significantly reduce anxiety and depression (Fitzpatrick et al., 2017). In order to prevent sharing personal information with others and to address the privacy concerns of older adults in a natural way (i.e., without requiring passwords or ID cards) in day-to-day interactions, a user recognition system can be employed on the companion robot. Moreover, face recognition algorithms contain bias in identification (Irfan et al., 2021b; Buolamwini, 2023), and perform worse on older adults9.</p>
</p>
<p>
<p>Due to the high interest in AI chatbots, diverse research studies on AI chatbots in English education, both domestic and international, are underway. Although many research results have emerged, particularly in 2021, regarding the use of AI chatbots in teaching and learning in school settings, there is still a significant lack of related research. This is because there have not been many cases of utilizing AI chatbots in school settings, and research on the role of teachers and principles of lesson design in AI chatbot-assisted classes has been insufficient. Therefore, there is a strong demand for research on developing AI chatbots for use in elementary English classes and the principles of lesson design for AI chatbot-assisted classes. Chatbots, and the large language models (LLMs) on which they are built, are showing us the dangers of dishonest anthropomorphism. Chatbots programmed to express feelings or that provide responses as if typing in real-time raise significant questions about ethical anthropomorphism on the part of generative AI developers.</p>
</p>
<p>
<p>Recent methods have also incorporated LLMs into speech synthesis with emotional adaptation (Kang et al., 2023; Leng et al., 2023). Furthermore, Voicebox (Le et al., 2023) and ElevenLabs12 offer cross-lingual zero-shot TTS synthesis with emotionally appropriate vocal intonations. The generation of text or responses that seem plausible but factually incorrect is referred to as “hallucination” in foundation models, which is a commonly recognized challenge (Weidinger et al., 2021; Irfan et al., 2023). Attention mechanisms, regularization techniques, retrieval-based methods, evaluating uncertainty in responses, memory augmentation, and rewards for increasing accuracy can help mitigate this challenge (see Ji et al. (2023) for detailed suggestions on these techniques). Additionally, anthropomorphism in foundation models can be deceptive for users (O’Neill and Connor, 2023), despite its benefits in likeability (Arora et al., 2021). Security features, such as user identification, that prevent the robot from sharing the data with others might encourage users to feel more relaxed in the presence of the robot.</p>
</p>
<p>
<p>The control condition ruled out the possibility that any differences in mood were simply due to participants disclosing personal feelings and then letting go of them. Because it triggers for us the “machine as source” heuristic, and we are likely to treat it as more “real” than it actually is. This helps users feel that they are having a genuine conversation.” Just consider that for a  moment. It is a feature designed to exploit our heuristic processing to think that it is something it is not. We have two important motivations for assigning human qualities to nonhuman agents, technology theorists have suggested. One is our need to “experience competence” and to interact effectively with our environment.</p>
</p>
<p>
<p>He enjoys covering the full breadth of PC tech; from business and semiconductor design to products approaching the edge of reason. The last time we reported on AI chatbot jailbreaking, some enterprising researchers from NTU were working on Masterkey, an automated method of using the power of one LLM to jailbreak another. This article does not contain any studies with human participants performed by any of the authors.</p>
</p>
<p>
<p>This AI platform is particularly valuable for businesses looking to scale operations, offering advanced design capabilities that push the boundaries of traditional fashion design. Ablo&#8217;s mission is to democratize design, making fashion design accessible to a broader audience and redefining the industry&#8217;s landscape. This platform&#8217;s remarkable feature lies in its ability to consistently generate completely unique designs, ensuring that designers&#8217; originality and creativity remain at the forefront. The New Black caters to a wide array of design categories, from cutting-edge footwear and luxurious handbags to elaborate 3D-printed wedding dresses.</p>
</p>
<p>
<p>“This is just the beginning of bringing AI into education, learning and teaching,” says Zheng. And it’s just the beginning for Curiously, which is currently recruiting more teachers for continued testing and collaboration. “Listener agent for elderly people with dementia,” in th ACM/IEEE International Conference on Human-Robot Interaction (HRI), 199–200. “Effects of (in)accurate empathy and situational valence on attitudes towards robots,” in th ACM/IEEE International Conference on Human-Robot Interaction (HRI), Osaka, Japan, March 2-5, 2010, 141–142. All claims expressed in this article are solely those of the authors and do not necessarily represent those of their affiliated organizations, or those of the publisher, the editors and the reviewers. Any product that may be evaluated in this article, or claim that may be made by its manufacturer, is not guaranteed or endorsed by the publisher.</p>
</p>
<p>
<p>AI-based tools can not only design these chips faster, they can also optimize them for energy efficiency — AI itself is incredibly power hungry, and experts estimate that this is going to drive a 160% increase in energy consumption at data centers by 2030. Those wanting a firmer grip on chatbots, then, may have to explore more underhand techniques, such as the one discovered by two computer-science <a href="https://chat.openai.com/">ChatGPT</a> researchers at Harvard University. They’ve demonstrated how chatbots can be tactically controlled by deploying something as simple as a carefully written string of text. This “strategic text sequence” looks like a nonsensical series of characters – all random letters and punctuation – but is actually a delicate command that can strong-arm chatbots into generating a specific response.</p>
</p>
<p>
<p>It also preliminarily proves that warmth dominates the interaction between people and chatbots in the context of service failures. However, the ability dimension is more important in certain specific situations or a specific object. For example, when making decisions about long-term goals, people tend to be more inclined to the characteristics related to ability (Roy and Naidoo, 2021). However, the competence dimension is more important in some contexts and when dealing with a specific object. People tend to be more inclined to the characteristics related to competence when making decisions about long-term goals (Roy and Naidoo, 2021). Moffett et al. (2021) illustrated in a study of corporate relations that the mediation effect of competence perception is insignificant, i.e., consumers often do not pay attention to the competence of enterprises in the initial stage of the relationship between consumers and enterprises.</p>
</p>
<p>
<p>Helping researchers and patients find each other doesn’t just speed up clinical research. Often trials unnecessarily exclude populations such as children, the elderly or people who are pregnant, but AI can find ways to include them. People with terminal cancer and those with rare diseases have an especially hard time finding trials to join. “These patients sometimes do more work than clinicians in diligently searching for trial opportunities,” Weng says. A number of commercial AI products have also emerged that impersonate deceased people in chatbot or audio form, but have been criticised for encouraging an “unwillingness to mourn”. The late British art critic Brian Sewell is making a return to journalism via artificial intelligence, according to the newspaper that established his reputation as a distinctive cultural voice.</p>
</p>
<p>
<p>Fourth, there is a need to add certain sub-components to each component and provide clear explanations for them. For instance, one expert suggested adding the principle of sharing and reflecting on opinions with group members when utilizing the new technology of AI chatbots in certain activities. When learners encounter difficulties in interacting with the chatbot, offering necessary visual or additional materials can facilitate continuous conversations among students (Mendoza et al., 2022). It should be noted that while scaffolding is effective for novice learners, it can hinder support from the teacher for advanced learners, as suggested by research findings (Kalyuga, 2007; Williamson and Eynon, 2020; Chiu et al., 2023). Hence, teachers should provide scaffolding tailored to the learners’ levels and characteristics, enabling them to engage in smooth interaction.</p>
</p>
<p>
<p>It consists of a web-based ostracism task that has the appearance of a social media platform like Facebook and uses “likes” to either socially exclude or include participants. For the purpose of this experiment, participants were led to believe that they were going to interact with other students from the university with whom they would be connected via the internet. Minor changes were made to the original task by reducing the number of scripted “participants” from 11 to 6 to facilitate group cohesion (Bales and Borgatta, 1966; Tulin et al., 2018), and by altering some of the social media profiles to better resemble London university students. At the start of the pandemic, Saama worked with Pfizer on its COVID-19 vaccine trial. Using Saama’s AI-enabled technology, SDQ, they ‘cleaned’ data from more than 30,000 patients in a short time span. “It was the perfect use case to really push forward what AI could bring to the space,” Moneymaker says.</p>
</p>
<p>
<p>Empowering users to reset conversations or backtrack on specific inputs enhances user experience during chatbot interactions. The use of machine learning in context-aware chatbots allows for continuous learning and improvement. Analyzing past conversations and user behavior allows these chatbots to adapt responses to better meet user needs and preferences.</p>
</p>
<p>
<ul>
<li>Alex McFarland is an AI journalist and writer exploring the latest developments in artificial intelligence.</li>
<li>Even if chatbots do not infiltrate healthcare, they may be effective at mitigating negative emotional effects such as those created by cyberbullying.</li>
<li>All too often, this aspiring creative exchange resulted in a Jira-filled, time-consuming process comprised of iterations, compromises, and, ultimately, a disconnect between the designer’s vision and the developer’s execution.</li>
<li>These facts can be stored in a knowledge base (e.g., user, friends, and family profiles) to use the learned information in conversation via paraphrasing, knowledge completion (Zhang et al., 2020), or construction (Kumar et al., 2020).</li>
<li>It showed that a virtual world like Minecraft can help researchers discover what works and what doesn’t when it comes to building safer bots.</li>
</ul>
<p>
<p>In this study, we aim to develop principles for designing elementary English speaking lessons using AI chatbots, with a focus on Task-Based Learning as the underlying teaching approach. Talking to chatbots about negative emotions or stressful experiences may also have benefits over discussing these issues with other humans. It is a universal tendency to assign or impute human emotional, cognitive, and behavioral qualities to nonhuman creatures and things. <a href="https://www.metadialog.com/blog/how-to-design-a-chatbot/">chatbot design</a> Owls are “wise.” Swollen rivers are “raging” and “angry.” Motorists customize headlights to look like eyes and give their vehicles names and genders. But designing technology to “act” like a person or have human features can also be manipulative and exploitative. Design recommendations provided above were formulated by synthesizing older adults’ self-perceived expectations towards companion robots with the technical capabilities of foundation models.</p>
</p>
<p>
<h2>Elon News Network shines at National College Media Convention, securing two Pacemaker Awards</h2>
</p>
<p>
<p>The robot provides companionship to the user by vividly reacting to the user’s touch using voices and gestures. Randomized control trials found that Paro reduced stress and anxiety (Petersen et al., 2017) as well as increased social interaction (Wada and Shibata, 2007) in the elderly. Virtual agents, including chatbots, also exist for companionship in older adults (Vardoulakis et al., 2012; Wanner et al., 2017), such as during hospital stays (Bickmore et al., 2015). Moreover, users sometimes form social bonds with agents (i.e., designed for fitness and health purposes) not originally intended for companionship (Bickmore et al., 2005).</p>
</p>
<p>
<p>Integrating LLMs into human-robot interaction requires awareness of the user’s perceptions, needs, and preferences to ensure that these robots are aligned with human values and can successfully be employed in real-life contexts. Alignment techniques like reinforcement learning with human feedback can improve some model capabilities, but it is unlikely that an aggregate fine-tuning process can adequately represent the full range of users’ preferences and values (Kirk et al., 2023). Participatory design (co-design) approaches enable incorporating these aspects into the design process of robots, through focus groups, interviews, concept generation and design activities, prototyping, and interactions with designed robots (Šabanović, 2010; Frennert and Östlund, 2014). These studies investigate HRI as a relational and social phenomenon, where contextual factors and longitudinal effects alter the interactions with the robot (Bradwell et al., 2020; Søraa et al., 2023).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="chatbot design"/></p>
<p>
<p>For creative professionals who recognize the impact of well-written words, Jasper.ai is an essential tool. The opinions of Elementary school teachers, obtained through usability evaluation, were incorporated into the final model development alongside the results of the secondary expert validation. The final model underwent improvements mainly at the level of terminology and relationships between terms, with no significant structural changes. You can foun additiona information about <a href="https://trans4mind.com/counterpoint/index-internet/how-to-use-ai-to-deliver-better-customer-service.html">ai customer service</a> and artificial intelligence and NLP. Last, it is important to have learning management that allows students to appropriately review and evaluate their learning process (Mendoza et al., 2022).</p>
</p>
<p>
<p>Stylista helps you build a digital closet by automatically adding your purchases, enabling you to plan outfits on the go and keep track of your wardrobe. TeeAI is perfect for creating custom t-shirts for personal use, generating unique designs for merchandise, and quickly crafting high-quality designs for events or promotions. The platform&#8217;s personalization engine uses fashion AI to learn shopper behavior, preferences, and tastes. It provides fresh picks and daily fashion drops, keeping shoppers engaged with new and relevant selections.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="chatbot design"/></p>
<p>
<p>There’s a 2013 Black Mirror episode in which a young widow played by Hayley Atwell signs up to an online service that scrapes a person’s entire digital footprint to create a virtual simulation. She soon starts chatting online with her late husband (Domhnall Gleeson), before things inevitably get Black Mirror-y. At OpenAI, some researchers are experimenting with modeling debate in AI, he notes. For example, different AI models could represent different human perspectives and talk amongst themselves to make safer decisions.</p>
</p>
<p>
<p>When collaborating with a team of designers and developers, the iteration process requires increased coordination and repeated revisions, consequently leading to a more complex and involved workflow. In the blog post, Levin also went into some detail about the design systems powering the tool. Although he initially used the blog as a means of documenting the mundane aspects of his life, he soon found it a suitable forum for his often blunt criticism of the Chinese government.</p>
</p>
<p>
<p>Accordingly, future research could further isolate “empathy” as the driving factor (controlling the mere presence of the chatbot) by employing a control condition with a chatbot that does not attempt to make participants feel better. While the resulting effect would likely be smaller (and thus require a larger sample size to achieve comparable statistical power), this design would increase internal validity. To test H1, participants were first exposed to the Ostracism Online paradigm (Wolf et al., 2015).</p>
</p>
<p>
<p>For example, people tend to have competence-related characteristics when deciding long-term goals. With the rapid advancement of digital technologies such as artificial intelligence, big data, and the Internet of Things, fundamental innovations have occurred in various fields, leading to extensive changes throughout society. There is a growing trend of actively integrating these cutting-edge technologies into classrooms. Furthermore, with the widespread adoption of online education and remote learning due to the COVID-19 pandemic that began in 2020, there has been increased interest in utilizing various educational technologies (Edu-tech) for teaching and learning. The development of technology plays a catalytic role in changing the paradigm of the education system, and we are entering an era of a major transformation in education. In recent years, there have been various movements reflecting the current trends in English education in South Korea.</p>
</p>
<p>
<p>If, for instance, the cause is the lack of contact with family and friends, the user can be encouraged to reach out to them, similar to the ElliQ robot (Broadbent et al., 2024). While it is challenging to pinpoint the LLMs into certain directions, such use cases (e.g., loneliness, negative thoughts) for older adults can be pre-set in the system, in addition to topic detection via LLMs (Cahyawijaya et al., 2023) or other traditional methods (Ibrahim et al., 2018). Fine-tuning can also be used to trigger corresponding responses that could lead the dialogue model in the ‘right’ direction.</p></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/the-best-ai-product-design-tools-for-small/">The Best AI Product Design Tools for Small Businesses 2024</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/the-best-ai-product-design-tools-for-small/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>10 Best Python Libraries for Sentiment Analysis 2024</title>
		<link>http://onlinenursingdegreenow.net/10-best-python-libraries-for-sentiment-analysis/</link>
		<comments>http://onlinenursingdegreenow.net/10-best-python-libraries-for-sentiment-analysis/#comments</comments>
		<pubDate>Wed, 15 May 2024 08:21:50 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=88434</guid>
		<description><![CDATA[<p>Topic Modeling with Latent Semantic Analysis by Aashish Nair The text data is segmented as natural sentences, which are labeled into functional domain, behavioral domain and structural domain according to the specific sentence semantics. Then, Chinese text normalization tool provided by iFLYTEK open platform45,46,47 is utilized to optimize the colloquial...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/10-best-python-libraries-for-sentiment-analysis/#more-88434">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/10-best-python-libraries-for-sentiment-analysis/">10 Best Python Libraries for Sentiment Analysis 2024</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>
<h1>Topic Modeling with Latent Semantic Analysis by Aashish Nair</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="what is semantic analysis"/></p>
<p>
<p>The text data is segmented as natural sentences, which are labeled into functional domain, behavioral domain and structural domain according to the specific sentence semantics. Then, Chinese text normalization tool provided by iFLYTEK open platform45,46,47 is utilized to optimize the colloquial text data in order to ensure the classifier performance. Non-fluent factors such as word repetition and semantic redundancy in the colloquial text data are removed, while the linguistic expression style of the colloquial text data is corrected to make it more similar to formal written language.</p>
</p>
<p>
<p>The ILDA method is applied to acquire the functional requirements topic-word distribution representing customer intention maximally. The stop-words method is utilized in order to filter out the words in the functional requirement texts that are not related to the product function. In order to ensure the excellent generalization ability of the ILDA model <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">what is semantic analysis</a> and the maximal difference among topics, the topic quantity is chosen as five by calculating the Perplexity-AverKL for models with different topic quantity. The relationship between the Perplexity-AverKL and the topic quantity is depicted in Fig. The efficacy comparison among Perplexity-AverKL, Perplexity and KL divergence is presented in Fig.</p>
</p>
<p>
<p>From the figure,  it is observed that training accuracy increases and loss decreases. So, the model performs well for offensive language identification compared to other pre-trained models. Analyzing Amharic political sentiment poses unique challenges due to the diversity and length of content in social media comments. The Amharic language encompasses a rich vocabulary and intricate grammatical structures that can vary across regions and contexts.</p>
</p>
<p>
<p>This method, however, is not very effective as it is almost impossible to think of all the relevant keywords and their variants that represent a particular concept. CSS on the other hand just takes the name of the concept (Price) as input and filters all the contextually similar even where the obvious variants of the concept keyword are not mentioned. The horizontal axis in this figure represents the time axis, measured in months.</p>
</p>
<p>
<h2>Semantic SEO Strategies For Higher Rankings</h2>
</p>
<p>
<p>In my previous project, I split the data into three; training, validation, test, and all the parameter tuning was done with reserved validation set and finally applied the model to the test set. Considering that I had more than 1 million data for training, this kind of validation set approach was acceptable. But this time, the data I have is much smaller (around 40,000 tweets), and by leaving out validation set from the data we might leave out interesting information about data. The research shares examples of using breathing and laughter as weighted elements to help them understand the sentiment in the context of speech sentiment analysis, but not for ranking purposes.</p>
</p>
<p>
<p>It supports extensive language coverage and is constantly expanding its global reach. Additionally, its pre-built models are specifically designed for multilingual tasks, providing highly accurate analysis. It has a visual interface that helps users annotate, train, and deploy language models with minimal machine learning expertise. Its dashboard consists of a search bar, which allows users to browse resources, services, and documents. Additionally, a sidebar lets you create new language resources and navigate through its home page, services, SQL database, and more.</p>
</p>
<p>
<p>There are still some limitations and shortcomings in this work, which should be addressed in the future. On the one hand, the customer requirements acquired from the analogy-inspired VPA experiment are not abundant. More experiments are necessary to be implemented for providing massive and high-quality data. On the other hand, the topic-word distribution of customer requirements is extracted without considering the behavioral and structural customer requirements.</p>
</p>
<p>
<p>Based on Maslow&#8217;s hierarchy of needs theory, this paper argues that danmaku text emotion is jointly generated by individual needs and external stimuli. To alleviate the limitation resulting from distribution misalignment between training and target data, this paper proposes a supervised approach for SLSA based on the recently proposed non-i.i.d paradigm of Gradual Machine Learning. In general, GML begins with some easy instances, and then gradually labels more challenging instances by knowledge conveyance between labeled and unlabeled instances. Technically, GML fulfills gradual knowledge conveyance by iterative factor inference in a factor graph.</p>
</p>
<p>
<p>For aspect-level sentiment analysis, it has been shown6 that if a sentence contains some strong positive (res. negative) sentiment words, but no negation, contrast and hypothetical connectives, it can be reliably reasoned to be positive (res. negative). In this paper, we study sentence-level sentiment analysis in the supervised setting, in which some labeled training data are supposed to be available. These training instances with ground-truth labels can naturally serve as initial easy instances. Table&nbsp;6 More pronounced are the effects observed from the removal of syntactic features and the MLEGCN and attention mechanisms. The exclusion of syntactic features leads to varied impacts on performance, with more significant declines noted in tasks that likely require a deeper understanding of linguistic structures, such as AESC, AOPE, and ASTE. This indicates that syntactic features are integral to the model’s ability to parse complex syntactic relationships effectively.</p>
</p>
<p>
<p>From the above obtained results Adapter-BERT performs better for both sentiment analysis and Offensive Language Identification. As Adapter-BERT inserts a two layer fully connected network in each transformer layer of BERT. Experimental research design is a scientific method of investigation in which one or more independent variables are altered and applied to one or more dependent variables to determine their impact on the latter. In experimental research, experimental setup such as determining how many trials to run and which parameters, weights, methodologies, and datasets to employ. Gradual machine learning begins with the label observations of easy instances. In the unsupervised setting, easy instance labeling can usually be performed based on the expert-specified rules or unsupervised learning.</p>
</p>
<p>
<h2>Sentiment and emotion in financial journalism: a corpus-based, cross-linguistic analysis of the effects of COVID</h2>
</p>
<p>
<p>Yet the topics extracted from news sources can be used in predicting directional market volatility. It is interesting that topics alone contain a valuable information that can be used to predict the direction of market volatility. The evaluation of the classification model has demonstrated good prediction accuracy. It indicates that topics extracted from news could be used as a signal to predict the direction of market volatility the next day.</p>
</p>
<p>
<p>However, traditional studies failed to consider customer requirements representation in the analogical reasoning environment so that it is not effortless to gain latent and innovative customer requirements. Some studies have indicated that accommodating customers into the analogical reasoning environment is essential5,6. In addition to explicit customer requirements, latent customer requirements are extremely crucial to product innovation and success. Understanding and acquisition of latent customer requirements have prominent effect on satisfying customers.</p>
</p>
<p>
<p>Concerning language assessment, the first aspect to notice is that the linguistic profiles emerged from a multilevel language analysis, spanning from speech characteristics to the occurrences of words in specific semantic classes. The PCA identified four meaningful components that targeted different dimensions, and all of them fed the clustering algorithm, indicating great intergroup variation on all four extracted components, as well as high within group homogeneity. Sentiment analysis is the most common text classification tool that analyses an incoming message and tells whether the underlying sentiment is positive, negative or neutral. You can input a sentence of your choice and gauge the underlying sentiment by playing with the demo here. Published in 2013, “Recursive Deep Models for Semantic Compositionality Over a Sentiment Treebank” presented the Stanford Sentiment Treebank (SST).</p>
</p>
<p>
<p>The way CSS works is that it takes thousands of messages and a concept (like Price) as input and filters all the messages that closely match with the given concept. The graphic shown below demonstrates how CSS represents a major improvement over existing methods used by the industry. Intent analysis steps up the game by analyzing the user’s intention behind a message and identifying whether it relates an opinion, news, marketing, complaint, suggestion, appreciation or query.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="what is semantic analysis"/></p>
<p>
<p>Another pretrained word embedding BERT is also utilized to improve the accuracy of the models. When the researcher combined CNN and Bi-LSTM, the intention is to take advantage of the best features of each model to develop a model that could comprehend and classify the Amharic sentiment datasets with better accuracy. Combining the two models will provide the best  feature extraction with context understanding.</p>
</p>
<p>
<p>Some researchers also conduct quantitative analysis, which primarily involves counting the frequency of specific keywords or articles related to certain issues (D’Alessio and Allen, 2000; Harwood and Garry, 2003; Larcinese et al. 2011). In particular, there are some attempts to estimate media bias using automatic tools (Groseclose and Milyo, 2005), and they commonly <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> rely on text similarity and sentiment computation (Gentzkow and Shapiro, 2010; Gentzkow et al. 2006; Lott Jr and Hassett, 2014). In summary, social science research on media bias has yielded extensive and effective methodologies. These methodologies interpret media bias from diverse perspectives, marking significant progress in the realm of media studies.</p>
</p>
<p>
<h2>Calculating the semantic sentiment of the reviews</h2>
</p>
<p>
<p>Variation of emotion values from pre-covid to covid, as percentages (Expansión). As noted above, in order to work with the most recent version of Lingmotif, a reduced sample of less than one million words per language was required. To obtain this scaled-down sample we considered the quantitative proportion of words (%) in each year for both corpora and thus arrived at the number of words we needed, as shown in Table 4. Files were randomly selected for each year until the approximate number of words we required was reached. The composition of the corpora and the tools used for the analysis are described in what follows. You can see here that the nuance is quite limited and does not leave a lot of room for interpretation.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="what is semantic analysis"/></p>
<p>
<p>While the former focuses on the macro level, the latter examines the micro level. These two perspectives are distinct yet highly relevant, but previous studies often only consider one of them. For the choice of events/topics, our approach allows us to explore how they change over time.</p>
</p>
<p>
<h2>Performance evaluation and comparative analysis</h2>
</p>
<p>
<p>This simple technique allows for taking advantage of multilingual models for non-English tweet datasets of limited size. For the present study, we adopted a corpus-based methodology, which involved compiling a representative sample of the material under examination, plus the use of a series of electronic tools to extract quantitative and qualitative data. After this process of classification, the data are analysed statistically to arrive at a finer-tuned assessment of the presence of emotionally charged words and phrases in the corpus texts. We used automated analysis to examine sentiment polarity and the emotions found in our two comparable ad hoc corpora of financial journalism to determine the intensity of sentiment and emotional tendencies therein.</p>
</p>
<p>
<p>Moreover, this type of neural network architecture ensures that the weighted average calculation for each word is unique. NLP Cloud is a French startup that creates advanced multilingual AI models for text understanding and generation. They feature custom models, customization with GPT-J, follow HIPPA, GDPR, and CCPA compliance, and support many languages.</p>
</p>
<p>
<p>Next, I selected the threshold (0.016) for converting the Gold-Standard numeric values into the Positive, Neutral, and Negative labels that incurred ChatGPT’s best accuracy (0.75). Ultimately, doing that for a total of 1633 (training + testing sets) sentences in the gold-standard dataset and you get the following results with ChatGPT API labels. It has several applications and thus can be used in several domains (e.g., finance, entertainment, psychology). Hence, whether general domain ML models can be as capable as domain-specific models is still an open research question in NLP. As for the first stage of the analysis, we performed a Principal Component Analysis (PCA) with varimax rotation on the standardized (i.e., z-centered) linguistic features obtained from the semi-automated linguistic analysis.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2022/06/examples-of-nlp-1.webp" width="301px" alt="what is semantic analysis"/></p>
<p>
<p>These works defy language conventions by being written in a spoken style, which makes them casual. Because of the expanding volume of data and regular users, the NLP has recently focused on understanding social media content2. In Ethiopia, a lot of opinions are available on various social media sites, which must be gathered and analyzed to assess the general public’s opinion.</p>
</p>
<p>
<p>The aim is to improve the customer relationship and enhance customer loyalty. So far, I have shown how a simple unsupervised model can perform very well on a sentiment analysis task. As I promised in the introduction, now I will show how this model will provide additional valuable information that supervised models are not providing. Namely, I will show that this model can give us an understanding of the sentiment complexity of the text.</p>
</p>
<p>
<p>Overall, our correlation analysis shows that sentiment captured from headlines could be used as a signal to predict market returns, but not so much volatility. A correlation coefficient of –0.7, and p-value below 0.05 indicated that there is a strong negative correlation between positive sentiment captured from the tweets and the volatility of the market next day. It suggests that as the positive sentiment increases, market volatility decreases. Again, all three models produced results which are in line with the previous studies of Atkins et al. (2018) and Mahajan et al. (2008).</p>
</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>(PDF) Sentiment analysis on electricity twitter posts &#8211; ResearchGate</h3>
<p>(PDF) Sentiment analysis on electricity twitter posts.</p>
<p>Posted: Mon, 13 Jun 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMinwFBVV95cUxOdC1WMzA3amhydHgxczBNR3RHdGZ1YVRxZ045eE5NVWNDMklzVXo4aVQyWWpSNFdiQTZ1cEMwUTBaMTZsbVZrR1dCY0xaeC1SRjg3S0pTaFh5NUJ6bGFBd1A1bmNiNU5NcFhNVVN2ckxxZEdnT3VyWUs0WVotZ1RPb0ZBYVZFTUFOVTVGTnNETWZ1VnA1N2s3YkplOUgyWGc?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>You can foun additiona information about <a href="https://winbuzzer.com/2024/04/14/how-to-use-metadialog-ai-to-improve-customer-service-xcxwgp/">ai customer service</a> and artificial intelligence and NLP. The tool analyzes every user interaction with the ecommerce site to determine their intentions and thereby offers results inclined to those intentions. Maps are essential to Uber’s cab services of destination search, routing, and prediction of the estimated arrival time (ETA). Along with services, it also improves the overall experience of the riders and drivers.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="what is semantic analysis"/></p>
<p>
<p>Semantic analysis for identifying a sentence&#8217;s subject, predicate and object is great for learning English, but it is not always consistent when analyzing sentences written by different people, which can vary enormously. Things can get more convoluted when it comes to popular buzzwords that can mean different and sometimes contradictory things. For example, while scientists all seem to agree a quantum leap is the smallest change in energy an atom can make, marketers all seem to think it is pretty big. Then, to use the API for labeling several sentences at once, use a code as such, where I prepare a full prompt with sentences from a dataframe with the Gold-Standard dataset with the sentence to be labeled and the target company to which the sentiment refers. First, we find that media outlets from different countries tend to form distinct clusters, signifying the regional nature of media bias. On the one hand, most media outlets from the same country tend to appear in a limited number of clusters, which suggests that they share similar event selection bias.</p>
</p>
<p>
<ul>
<li>Hugging Face is a company that offers an open-source software library and a platform for building and sharing models for natural language processing (NLP).</li>
<li>Human translation offers a more nuanced and precise rendition of the source text by considering contextual factors, idiomatic expressions, and cultural disparities that machine translation may overlook.</li>
<li>Positive interactions, like acknowledging compliments or thanking customers for their support, can also strengthen your brand’s relationship with its audience.</li>
</ul>
<p>
<p>For example, we can analyze the time-changing similarities between media outlets from different countries, as shown in Fig. Specially, we not only utilize word embedding techniques but also integrate them with appropriate psychological/sociological <a href="https://chat.openai.com/">ChatGPT</a> theories, such as the Semantic Differential theory and the Cognitive Miser theory. In addition, the method we propose is a generalizable framework for studying media bias using embedding techniques.</p></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/10-best-python-libraries-for-sentiment-analysis/">10 Best Python Libraries for Sentiment Analysis 2024</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/10-best-python-libraries-for-sentiment-analysis/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
