Convex Optimization – Boyd and Vandenberghe

Convex Optimization Stephen Boyd and Lieven Vandenberghe Cambridge University Press

More material can be found at the web sites for EE364A (Stanford) or EE236B (UCLA), and our own web pages. Source code for almost all examples and figures in part 2 of the book is available in CVX (in the examples directory), in CVXOPT (in the book examples directory). Source code for examples in Chapters 9, 10, and 11 can be found here. Instructors can obtain complete solutions to exercises by request to solutions@cambridge.org.

If you find an error not listed in our errata list, please do let us know about it.

Stephen Boyd & Lieven Vandenberghe

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Prof. HE recommended this book to me, so I got something to do besides reading  papers...

 史上最早的公平招聘 

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║符│﹂│其│；│，│！│能│所│骊│也│：│之│菜│，│此│相│求│秦║
║︾│　│所│见│天│是│知│使│。│？│﹁│。│者│不│者│也│马│穆║
║　│马│不│其│机│乃│也│求│穆│﹂│已│﹂│，│可│绝│。│者│公║
║　│至│视│所│也│其│？│马│公│对│得│　│有│告│尘│天│乎│谓║
║　│，│。│见│。│所│﹂│者│不│曰│之│穆│九│以│弭│下│？│伯║
║　│果│若│，│得│以│　│！│说│：│矣│公│方│天│辙│之│﹂│乐║
║　│天│皋│不│其│千│伯│色│，│﹁│，│见│皋│下│。│马│　│曰║
║　│下│之│见│精│万│乐│物│召│牝│在│之│，│之│臣│者│伯│：║
║　│之│相│其│而│臣│喟│、│伯│而│沙│，│此│马│之│，│乐│﹁║
║　│马│马│所│忘│而│然│牝│乐│黄│丘│使│其│也│子│若│对│子║
║　│也│者│不│其│无│太│牡│而│。│。│行│于│。│皆│灭│曰│之║
║　│。│，│见│粗│数│息│尚│谓│﹂│﹂│求│马│臣│下│若│：│年║
║　│　│乃│，│，│者│曰│弗│之│使│穆│马│非│有│才│没│﹁│长║
║　│││有│视│在│也│：│能│曰│人│公│。│臣│所│也│，│良│矣║
║　│││贵│其│其│。│﹁│知│：│往│曰│三│之│与│，│若│马│，║
║　│︽│乎│所│内│若│一│，│﹁│取│：│月│下│共│可│亡│可│子║
║　│列│马│视│而│皋│至│又│败│之│　│而│也│担│告│若│形│姓║
║　│子│者│，│忘│之│于│何│矣│，│﹁│反│。│幺│以│失│容│有║
║　│·│也│而│其│所│此│马│，│牡│何│报│请│墨│良│。│筋│可║
║　│说│。│遗│外│观│乎│之│子│而│马│曰│见│薪│马│若│骨│使║
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可以说是最早的无视肤色和地域公平选拔人才的HR顾问了，也就只有这般才能选到天下之马也！

做事情专注，就是根本不会留意到和结果无关的变量，伯乐也会因此去佩服九方皋的呀！