The book is the first systematical treatment of the theory of finite elements in Archimedean vector lattices and contains the results known on this topic up to the year 2013.It joins all importantcontributions achieved by a series of mathematicians that can only be found in scattered in literature
AbstractLet V denote the n-dimensional row vector space over a finite field Fq, and fix a subspace W...
Description of the finite element method in dynamics as well as an application to metaconcrete
Abstract. Let E and F be vector lattices and Lr(E, F) the ordered space of all regular operators, wh...
We study the collection of finite elements Φ 1(U(E, F)) in the vector lattice U(E, F) of orthogonall...
A finite element in an Archimedean vector lattice is called self-majorizing if its modulus is a majo...
Mar tin R. Web er ( Dr es d en) Abstract. In vector lattices of continuous functions on a locally co...
Abstract. This is an overview of the recent results of interaction of Boolean valued analysis and ve...
Since its original publication in 1940, this book has been revised and modernized several times, mos...
The first of two results is a 1-1-correspondence between isomorphism classes of finite-dimensional v...
summary:In this paper we investigate conditions for a system of sequences of elements of a vector la...
In this lecture we give a self-contained introduction to the theory of lattices in Euclidean vector ...
All relevant implementation aspects of finite element methods are discussed in this book. The focus ...
The finite element method is one of the most powerful and widely applicable techniques for the numer...
In the case of an ordered vector space (briefly, OVS) with an order unit, the Archimedeanization met...
Based on lectures at an expository conference organized by the Institute of Mathematics and its Appl...
AbstractLet V denote the n-dimensional row vector space over a finite field Fq, and fix a subspace W...
Description of the finite element method in dynamics as well as an application to metaconcrete
Abstract. Let E and F be vector lattices and Lr(E, F) the ordered space of all regular operators, wh...
We study the collection of finite elements Φ 1(U(E, F)) in the vector lattice U(E, F) of orthogonall...
A finite element in an Archimedean vector lattice is called self-majorizing if its modulus is a majo...
Mar tin R. Web er ( Dr es d en) Abstract. In vector lattices of continuous functions on a locally co...
Abstract. This is an overview of the recent results of interaction of Boolean valued analysis and ve...
Since its original publication in 1940, this book has been revised and modernized several times, mos...
The first of two results is a 1-1-correspondence between isomorphism classes of finite-dimensional v...
summary:In this paper we investigate conditions for a system of sequences of elements of a vector la...
In this lecture we give a self-contained introduction to the theory of lattices in Euclidean vector ...
All relevant implementation aspects of finite element methods are discussed in this book. The focus ...
The finite element method is one of the most powerful and widely applicable techniques for the numer...
In the case of an ordered vector space (briefly, OVS) with an order unit, the Archimedeanization met...
Based on lectures at an expository conference organized by the Institute of Mathematics and its Appl...
AbstractLet V denote the n-dimensional row vector space over a finite field Fq, and fix a subspace W...
Description of the finite element method in dynamics as well as an application to metaconcrete
Abstract. Let E and F be vector lattices and Lr(E, F) the ordered space of all regular operators, wh...
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