Linear Algebra Ii: Advanced Topics For Applications - Utokyo Engineering Course/ Basic Mathematics - Murota, Kazuo (The Institute Of Statistical Mathematics, Japan; The University Of Tokyo, Japan & Kyoto University, Japan & Tokyo Metropolitan University, Japan) - Kirjat - World Scientific Publishing Co Pte Ltd - 9789811257988 - perjantai 2. syyskuuta 2022
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Linear Algebra Ii: Advanced Topics For Applications - Utokyo Engineering Course/ Basic Mathematics

Murota, Kazuo (The Institute Of Statistical Mathematics, Japan; The University Of Tokyo, Japan & Kyoto University, Japan & Tokyo Metropolitan University, Japan)

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Linear Algebra Ii: Advanced Topics For Applications - Utokyo Engineering Course/ Basic Mathematics

This is the second volume of the two-volume book on linear algebra in the University of Tokyo (UTokyo) Engineering Course. The objective of this second volume is to branch out from the standard mathematical results presented in the first volume to illustrate useful specific topics pertaining to engineering applications. While linear algebra is primarily concerned with systems of equations and eigenvalue problems for matrices and vectors with real or complex entries, this volumes covers other topics such as matrices and graphs, nonnegative matrices, systems of linear inequalities, integer matrices, polynomial matrices, generalized inverses, and group representation theory. The chapters are, for the most part, independent of each other, and can be read in any order according to the reader's interest. The main objective of this book is to present the mathematical aspects of linear algebraic methods for engineering that will potentially be effective in various application areas.
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275 pages

Media Kirjat     Paperback Book   (Kirja pehmeillä kansilla ja liimatulla selällä)
Julkaisupäivämäärä perjantai 2. syyskuuta 2022
ISBN13 9789811257988
Tuottaja World Scientific Publishing Co Pte Ltd
Sivujen määrä 276
Mitta 229 × 152 × 18 mm   ·   406 g
Kieli English  

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Lisää tuotteita Murota, Kazuo (The Institute Of Statistical Mathematics, Japan; The University Of Tokyo, Japan & Kyoto University, Japan & Tokyo Metropolitan University, Japan)