@jjjiijjjiji التعوسي منكوح من
العبري و الإيراني و اليمني و الأمريكاني و الهندي و الباكستاني
والتعوسي النجس يحب ناكحيه ويكره مصر ونيلها ويسميه ترعة لأنه جربوع صحراوي نجس تعس
عشان كدة التعوسي منكوح منكوح منكوح ليوم الدين
@mohamedAbo39127@Asmaaebrahim666 إلي زيك في مصر يا اسمه "خول" يا "علق" وبظن انك إنت نفسك حتختار " منيوك" عشان لايق علي طيزك العريضة يا إبن المومس ونكاح الرهط
🧵 The singular value decomposition that quietly powers Netflix, Google, and PCA
Geometry of SVD to low-rank approximations to recommender systems and data compression.
SVD is the linear algebra engine most people never see. It takes any matrix and factors it into three pieces that reveal its geometric structure. Once that structure is clear, the reason it powers recommendations, search, dimension reduction, and compression becomes obvious.
This thread builds the idea from the ground up.
"Understanding Transformers and Attention Mechanisms" is a very interesting paper that presents the Transformer architecture from the perspective of applied mathematics.
It starts by representing text as vectors and explains mathematically how the attention mechanism processes these vectors to encode contextual information. It then develops Multi-Head Attention and shows how the main components of the Transformer architecture are constructed.
The paper also discusses more recent methods designed to reduce the computational and memory costs of attention, including KV caching, Grouped Query Attention, and Latent Attention. I think it is a useful reference for anyone interested in understanding Transformers beyond their high-level architecture and in seeing the linear algebra behind modern language models.
https://t.co/Rlun9QT7zx