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Linear Algebra Reg Allenby (School of Mathematics, University of Leeds, UK)

Linear Algebra von Reg Allenby (School of Mathematics, University of Leeds, UK)

Linear Algebra Reg Allenby (School of Mathematics, University of Leeds, UK)


7.50
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Zusammenfassung

As the basis of equations (and therefore problem-solving), linear algebra is a widely taught sub-division of pure mathematics. This book includes historical information about the founders of the subject and gives a basic introduction to the mathematics undergraduate.

Linear Algebra Zusammenfassung

Linear Algebra Reg Allenby (School of Mathematics, University of Leeds, UK)

As the basis of equations (and therefore problem-solving), linear algebra is the most widely taught sub-division of pure mathematics. Dr Allenby has used his experience of teaching linear algebra to write a lively book on the subject that includes historical information about the founders of the subject as well as giving a basic introduction to the mathematics undergraduate. The whole text has been written in a connected way with ideas introduced as they occur naturally. As with the other books in the series, there are many worked examples.

Inhaltsverzeichnis

Systems of simultaneous linear equations * Matrices * The arithmetic of matrices * Multiplicative inverses of matrices * Determinants * Real vector spaces * Subspaces and linear combinations * Linear dependence and independence * Bases * Linear transformations * Linear transformations and matrices * Eigenvalues and Eigenvectors * Appendix * Index.

Zusätzliche Informationen

GOR001313657
9780340610442
0340610441
Linear Algebra Reg Allenby (School of Mathematics, University of Leeds, UK)
Gebraucht - Sehr Gut
Broschiert
Elsevier Science & Technology
19950105
240
N/A
Die Abbildung des Buches dient nur Illustrationszwecken, die tatsächliche Bindung, das Cover und die Auflage können sich davon unterscheiden.
Dies ist ein gebrauchtes Buch. Es wurde schon einmal gelesen und weist von der früheren Nutzung Gebrauchsspuren auf. Wir gehen davon aus, dass es im Großen und Ganzen in einem sehr guten Zustand ist. Sollten Sie jedoch nicht vollständig zufrieden sein, setzen Sie sich bitte mit uns in Verbindung.