《线性代数引论》是MIT著名数学教授Gilbert Strang的经典之作,也是线性代数最为经典的教材之一。线性代数在科学和工程中具有重要地位,书中对线性代数的理解和把握精简到位,对与当初学而不懂的自己犹如醍醐灌顶。也希望大家能领略到学习的乐趣,只有真正理解了懂了才能不断前进并学以致用,网易公开课中有 Gilbert Strang 教授的课程,建议对照学习,必会有所收益。本书为高清第五版全英文,也是最新一版,请大家放心下载。
2022-04-08 16:12:16 214.52MB 线性代数 线性代数引论 Gilbert Stra
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Intel对于SRIOV的一个介绍性文档, 包含新增的支持SRIOV的网卡.
2022-04-08 10:03:01 859KB Intel SR-IOV introduction
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Reinforcement Learning: An Introduction Richard S. Sutton and Andrew G. Barto Second Edition, in progress MIT Press, Cambridge, MA, 2017
2022-04-07 21:00:55 10.67MB 强化学习
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CUDA for Engineers An Introduction to High-Performance Parallel Computing 英文无水印原版pdf pdf所有页面使用FoxitReader、PDF-XChangeViewer、SumatraPDF和Firefox测试都可以打开 本资源转载自网络,如有侵权,请联系上传者或csdn删除 查看此书详细信息请在美国亚马逊官网搜索此书
2022-04-07 13:17:45 7.42MB CUDA Engineers Introduction Parallel
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学习数据库和PostgreSQL的入门书籍
2022-04-04 20:03:55 2.66MB PostgreSQL
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凸优化,线性规划理论经典书籍,不得不下 Optimization is central to any problem involving decision making, whether in engineering or in economics. The task of decision making entails choosing between various alternatives. This choice is governed by our desire to make the "best" decision. The measure of goodness of the alternatives is described by an objective function or performance index. Optimization theory and methods deal with selecting the best alternative in the sense of the given objective function.
2022-03-31 15:39:11 13.58MB convex linear optimization
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Introduction to Smooth Manifolds电子书 by John M. Lee
2022-03-31 15:32:40 7.13MB Smooth Manifolds
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Introduction to Smooth Manifolds。很经典的数学书。做流行学习的估应该能用上。John.M.Lee写的。
2022-03-31 15:28:25 3.15MB Smooth Manifolds
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every programmer should understand numbers.
2022-03-30 14:56:13 2.69MB mathematics
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Introduction to Network Emulation Introduction to Network Emulation
2022-03-30 11:38:50 3.79MB 网络模拟
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