Titlebook: Linear Algebra for Computational Sciences and Engineering; Ferrante Neri Textbook 20161st edition Springer International Publishing Switze

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An Introduction to Geometric Algebra and ConicsThis chapter introduces the conics and characterizes them from an algebraic perspective. While in depth geometrical aspects of the conics lie outside the scopes of this chapter, this chapter is an opportunity to revisit concepts studied in other chapters such as matrix and determinant and assign a new geometric characterization to them.

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Linear MappingsAlthough the majority of the topics in this book (all the topics taken into account excluding only complex polynomials) are related to linear algebra, the subject “linear algebra” has never been introduced in the previous chapters.

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An Introduction to Computational Complexityroduce several concepts in the following chapters. Moreover, the contents of this chapter are related to algebra as they are ancillary concepts that help (and in some cases allow) the understanding of algebra.

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Graph Theory This concept applies not only to computer science and mathematics, but even in fields as diverse as chemistry, biology, physics, civil engineering, mapping, telephone networks, electrical circuits, operational research, sociology, industrial organization, the theory of transport, artificial intelligence.

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Ferrante NeriCovers all aspects of linear algebra from the perspective of computational science and engineering.Provides both a technical approach and an informal interpretation of mathematics.Includes examples wi