Explore Books on
vector spaces

Optimization by Vector Space Methods

By David G. Luenberger,David G. Luenberger

Finite-dimensional vector spaces

By Paul R. Halmos

Vector Optimization

By Johannes Jahn

Finite-dimensional vector spaces

By Paul R. Halmos

Fundamentals of linear systems for physical scientists and engineers

By N. N. Puri

Lectures on Convex Sets

By Valeriu Soltan

Finite-dimensional linear algebra

By Mark S. Gockenbach

Espaces topologiques, fonctions multivoques

By Claude Berge

Vector spaces and matrices

By Robert McDowell Thrall

Einführung in die Theorie der lokalkonvexen Räume

By Klaus Floret

Modern methods in topological vector spaces

By Albert Wilansky

Semitopological Vector Spaces

By Mark Burgin

Quantitative Pareto analysis by cone separation technique

By Ignacy Kaliszewski

Set-valued Optimization

By Akhtar A. Khan,Christiane Tammer,Constantin Zălinescu

Handbook of finite translation planes

By Norman Johnson,Vikram Jha,Mauro Biliotti

Abstract algebra

By David S. Dummit

Finite-Dimensional Vector Spaces

By Paul R. Halmos

Convex Analysis in General Vector Spaces

By C. Zalinescu

Geometrische Approximationstheorie in normierten Vektorräumen

By Olaf Brandt

Advanced engineering mathematics

By Greenberg, Michael D.

Understanding search engines

By Michael W. Berry

The coordinate-free approach to Gauss-Markov estimation

By Hilmar Drygas

Topics in Control Theory

By Felix Albrecht

Pre-Riesz Spaces

By Anke Kalauch,Onno van Gaans