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Tag: mathematical

  • Slashdot: Google’s Gemini 2.5 Models Gain "Deep Think" Reasoning

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    by

    Kurt Seifried
    in

    Source URL: https://tech.slashdot.org/story/25/05/20/1915256/googles-gemini-25-models-gain-deep-think-reasoning?utm_source=rss1.0mainlinkanon&utm_medium=feed Source: Slashdot Title: Google’s Gemini 2.5 Models Gain "Deep Think" Reasoning Feedly Summary: AI Summary and Description: Yes Summary: Google has rolled out significant enhancements to its Gemini 2.5 AI models, particularly a new “Deep Think” reasoning mode that improves the models’ performance on complex tasks by allowing for hypothesis evaluation. These…

  • Simon Willison’s Weblog: LLM 0.26a0 adds support for tools!

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    Kurt Seifried
    in

    Source URL: https://simonwillison.net/2025/May/14/llm-adds-support-for-tools/#atom-everything Source: Simon Willison’s Weblog Title: LLM 0.26a0 adds support for tools! Feedly Summary: LLM 0.26a0 adds support for tools! It’s only an alpha so I’m not going to promote this extensively yet, but my LLM project just grew a feature I’ve been working towards for nearly two years now: tool support! I’m…

  • Cloud Blog: How Looker’s semantic layer enables trusted AI for business intelligence

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    Kurt Seifried
    in

    Source URL: https://cloud.google.com/blog/products/business-intelligence/how-lookers-semantic-layer-enhances-gen-ai-trustworthiness/ Source: Cloud Blog Title: How Looker’s semantic layer enables trusted AI for business intelligence Feedly Summary: In the AI era, where data fuels intelligent applications and drives business decisions, demand for accurate and consistent data insights has never been higher. However, the complexity and sheer volume of data coupled with the diversity…

  • Simon Willison’s Weblog: Saying "hi" to Microsoft’s Phi-4-reasoning

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    by

    Kurt Seifried
    in

    Source URL: https://simonwillison.net/2025/May/6/phi-4-reasoning/#atom-everything Source: Simon Willison’s Weblog Title: Saying "hi" to Microsoft’s Phi-4-reasoning Feedly Summary: Microsoft released a new sub-family of models a few days ago: Phi-4 reasoning. They introduced them in this blog post celebrating a year since the release of Phi-3: Today, we are excited to introduce Phi-4-reasoning, Phi-4-reasoning-plus, and Phi-4-mini-reasoning – marking…