B. Guenin, J. Könemann, L. Tunçel
Description
Introductory book on mathematical foundations of optimization.
Short Summary
Assuming only basic linear algebra and with a clear focus on the fundamental concepts, this textbook is the perfect starting point for students from a wide range of backgrounds and with varying levels of ability. Modern, real-world examples motivate the theory throughout.
The authors keep the text as concise and focused as possible, with more advanced material treated separately or in starred exercises. A wide selection of over 140 exercises gives readers the opportunity to try out the skills they gain in each section. Solutions are available.
The book also provides suggestions for further reading to help students take the next step to more advanced material.
When & Why?
To study the fundamentals, i.e., how optimization works. This can be helpful in the beginning to gain background knowledge, or further down the line to deepen the understanding of optimization.
How to?
Some basic linear algebra is needed to delve into this book. The chapters are mostly independent and can be read in any order. Exercises are provided to deepen the understanding of the material.
Review: what is good & less good?
A good resource to learn about the mathematical underpinnings of optimization. Some basic knowledge of linear algebra is needed though.
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