Abstract Algebra

Finite-dimensional vector spaces.

Finite-dimensional vector spaces.

Multivariate statistics

Vector Spaces and Matrices in Physics

Advanced engineering mathematics

A vector space approach to models and optimization

Functional analysis

Vector Spaces And Matrics in Physics

Pre-Riesz Spaces

Vector Integration and Stochastic Integration in Banach Spaces

The theory of finite linear spaces

Riesz Spaces II

Linear spaces in engineering

Modern methods in topological vector spaces

Set-Valued Optimization

Module theory

The coordinate-free approach to Gauss-Markov estimation.

Einführung in die Theorie der linearen Vektorräume

Die Ausdehnungslehre

Lectures on real and complex vector spaces

Topological Vector Spaces and Their Applications

Vector spaces and matrices

Geometrische Approximationstheorie in Normierten Vektorräumen

Special Session on Finite Geometries and Combinatorial Designs (Conm Ser.)

Analysis in Vector Spaces

Variable Ordering Structures in Vector Optimization

Topological spaces

Analysis in vector spaces

Vettori, matrici, geometria

Victorian Vector Designs

An introduction to vector stochastic processes

The theory of finite linear spaces

Finite dimensional vector spaces

Vector Spaces and Matrices

Vector spaces and matrices

Linear spaces and differentiation theory

Representations of the Euclidean group and its applications to the kinematics of spatial chains

Microbiology: molecules, microbes, and man

Multivariate statistics