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This volume collects the lecture notes of the school TiME2019 (Treasures in Mathematical Encounters). The aim of this book is manifold, it intends to overview the wide topic of algebraic curves and surfaces (also with a view to higher dimensional varieties) from different aspects: the historical dev...
This textbook offers a clear and systematic introduction to linear algebra and analytic geometry at university level. It covers the central topics of the early university curriculum, including vector spaces, linear transformations, matrices, determinants, eigenvalue theory, and Euclidean and unitary...
This textbook provides a clear, systematic, and university-level introduction to linear algebra and analytic geometry. It covers the central topics of the early university curriculum, including vector spaces, linear mappings, matrices, determinants, eigenvalue theory, and Euclidean and unitary vecto...
Maîtriser l'algèbre linéaire et la géométrie analytique sans sacrifier la rigueur — enfin un manuel qui tient les deux promesses.
L'algèbre linéaire est l'une des matières qui font trébucher le plus d'étudiants en première année de licence : abstraite, exigeante, souvent mal expliqué...
Ce manuel propose une introduction systématique à l'algèbre linéaire et à la géométrie analytique au niveau universitaire. Les thèmes centraux tels que les espaces vectoriels, les applications linéaires, les matrices, les déterminants, le théorème spectral ainsi que les espaces euclidien...
This volume collects the lecture notes of the school TiME2019 (Treasures in Mathematical Encounters). The aim of this book is manifold, it intends to overview the wide topic of algebraic curves and surfaces (also with a view to higher dimensional varieties) from different aspects: the historical dev...
This volume collects the lecture notes of the school TiME2019 (Treasures in Mathematical Encounters). The aim of this book is manifold, it intends to overview the wide topic of algebraic curves and surfaces (also with a view to higher dimensional varieties) from different aspects: the historical dev...
This self-contained textbook takes a matrix-oriented approach to linear algebra and presents a complete theory, including all details and proofs, culminating in the Jordan canonical form and its proof. Throughout the development, the applicability of the results is highlighted. Additionally, the boo...
This self-contained textbook takes a matrix-oriented approach to linear algebra and presents a complete theory, including all details and proofs, culminating in the Jordan canonical form and its proof. Throughout the development, the applicability of the results is highlighted. Additionally, the boo...
This book is based on a course for first-semester science students, held by the second author at the University of Zurich several times. Its goal is threefold: to have students learn a minimal working knowledge of linear algebra, acquire some computational skills, and familiarize them with mathemati...
This self-contained textbook, now in a thoroughly revised and expanded second edition, takes a matrix-oriented approach to Linear Algebra. It presents a complete theory, including all details and proofs, culminating in the Jordan canonical form and its derivation. Throughout, the book emphasizes the...
Matrix Fundamentals introduces tools for working with matrices, their applications, and their significance in the broader context of linear algebra. Assuming no previous exposure to matrices, the first four chapters provide a foundation accessible to students with a basic knowledge of calculus,...
Matrix Fundamentals introduces tools for working with matrices, their applications, and their significance in the broader context of linear algebra. Assuming no previous exposure to matrices, the first four chapters provide a foundation accessible to students with a basic knowledge of calculus,...
This self-contained textbook, now in a thoroughly revised and expanded second edition, takes a matrix-oriented approach to Linear Algebra. It presents a complete theory, including all details and proofs, culminating in the Jordan canonical form and its derivation. Throughout, the book emphasizes the...
This book is based on a course for first-semester science students, held by the second author at the University of Zurich several times. Its goal is threefold: to have students learn a minimal working knowledge of linear algebra, acquire some computational skills, and familiarize them with mathemati...