矩阵计算基础
Fundamentals of matrix computations
David S. Watkins · 初版 1991 年
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对科学计算这一关键领域的重大修订与改进性介绍。Matrix computations 是绝大多数科学计算任务的核心。对于任何从事大规模模拟的科学家或工程师而言，理解这一课题至关重要。Fundamentals of Matrix Computations, Second Edition 深入浅出地阐述了矩阵计算及其相关理论，并辅以极具价值的洞见。这部广受欢迎的教材在第二版中经过全新修订与提升，以满足一线科研人员以及研究生和高年级本科生的需求
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是的，Golub/van Loan 确实是圣经。但 Watkins 的《矩阵计算基础》（Fundamentals of Matrix Computations，http://www.amazon.com/o/asin/0470528338/）对自学者来说要亲民得多。对于刚入门这个学科的人，我强烈建议你们自己把……之间的界限证明重新推导一遍
Yes, Golub/van Loan is the bible. But Walkins's "Fundamentals of Matrix Computations" (http://www.amazon.com/o/asin/0470528338/) is much more accessible to self-learners. For those who are just starting on this subject, I highly recommend that you rework the proofs for the bounds between…
我也推荐 Watkins 写的《矩阵计算基础》（Fundamentals of Matrix Computations），是非常棒的入门书。当年我本科做科研不得不自学矩阵算法时，这本书帮了大忙。https://www.amazon.com/Fundamentals-Matrix-Computations-Davi...
I'd also recommend Fundamentals of Matrix Computations by Watkins for a great introduction. It helped immensely when I had to teach myself matrix algorithms as part of my undergraduate research. https://www.amazon.com/Fundamentals-Matrix-Computations-Davi...
……倾囊相授，真是从线性代数 101 一直讲到数值线性代数。他们对数值线性代数的讲解虽然不如 Watkins 的《矩阵计算基础》（Fundamentals of Matrix Computations）那么全面，但它是免费的啊
…nine yards really starting with linear algebra 101 and culminating with numerical linear algebra their treatment of numerical linear algebra is not as comprehensive as say the one you'd find in Watkins' Fundamentals of Matrix Computations but it's free