9,197 results for deep

arxiv.org/abs/1906.04692v2

Deep Visual Re-Identification with Confidence

Transportation systems often rely on understanding the flow of vehicles or pedestrian. From traffic monitoring at the city scale, to commuters in train terminals, recent progress in sensing technology make it possible to use cameras to better underst...

github.com/jisungk/deepjazz

jisungk/deepjazz

Deep learning driven jazz generation using Keras & Theano! (⭐ 2896)

arxiv.org/abs/1904.10922v1

The Scientific Method in the Science of Machine Learning

In the quest to align deep learning with the sciences to address calls for rigor, safety, and interpretability in machine learning systems, this contribution identifies key missing pieces: the stages of hypothesis formulation and testing, as well as...

github.com/liyown/ai-trend-publish

liyown/ai-trend-publish

TrendPublish: 全自动 AI 内容生成与发布系统 | 微信公众号自动化 | 多源数据抓取 (Twitter/X、网站) | DeepseekAI、千问、讯飞模型 | 智能内容分析排序 | 定时发布 | 多模板支持 | Node.js | TypeScript | AI 技术趋势跟踪工具 (⭐ 2805)

www.reddit.com/r/therapists/comments/1llfyb1/the_client_youll_never_forget/

The Client You’ll Never Forget

I’ve been thinking a lot about the impact clients and therapists can have on each other. I’m curious—have you ever had a client who profoundly impacted you on a deeper, emotional level? Someone ...

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谷歌推出最新大模型 Gemini 2.0,开放 Deep Research 新功能,有哪 …

先简单看一下谷歌官方的公告吧 [1] [2] [3]: 今天起,Gemini 2.0 Flash 实验模型将面向所有 Gemini 用户开放。 谷歌还推出了一个名为深度研究的新功能,它利用先进的推理和长上下文能力,充当研究助 …

www.reddit.com/r/minnesotatwins/comments/1d7xp9f/how_dumb_and_wrong_was_i_a_5_year_retrospective/

How Dumb and Wrong Was I? - A 5 Year Retrospective

In 2019, during the Before Times, I started getting more into the development side of the MLB, and decided to do some deep dives on top Twins prospects. Mostly, I just wanted to get a feel for each pl...

github.com/Atcold/pytorch-Video-Tutorials

Atcold/pytorch-Video-Tutorials

The versatility of Python :snake: enlightened by Torch :flashlight: to seize Deep Learning (⭐ 129)

arxiv.org/abs/1607.05096v1

Quaternion Fourier and Linear Canonical Inversion Theorems

The Quaternion Fourier transform (QFT) is one of the key tools in studying color image processing. Indeed, a deep understanding of the QFT has created the color images to be transformed as whole, rather than as color separated component. In addition,...

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