DOIAbstract
A detailed account of main results in the theory of differential tensor algebras
A detailed account of main results in the theory of differential tensor algebras
AbstractThe space of linear differential operators on a smooth manifoldMhas a natural one-parameter ...
We derive some tools for classifying tensor ideals in monoidal categories. We use these results to c...
This is the second in a series of papers laying the foundations for a differential graded approach t...
I survey some of the model-theoretic work on differential algebra and related topics
In this thesis we consider various homological properties of differential graded algebras, and more ...
The tensor theory is a branch of Multilinear Algebra that describes the relationship between sets of...
This book brings together recent advances in tensor analysis and studies of its invariants such as t...
AbstractHere a group algebra is always the group algebra of a finite group over a commutative field....
Let F_lambda(S^1) be the space of tensor densities of degree (or weight) lambda on the circle S^1. T...
summary:In this paper the symmetric differential and symmetric Lie derivative are introduced. Using ...
This book explains, as clearly as possible, tensors and such related topics as tensor products of ve...
AbstractThis paper is a self-contained introduction to a theory of higher differential algebra. The ...
The goal of this thesis is to provide an overview of basic terms and results of tensor calculus. We ...
Necessary and sufficient conditions are given to guarantee associativity of algebras and co-algebras...
This dissertation explores aspects of the representation theory for tensor al-gebras, which are non-...
AbstractThe space of linear differential operators on a smooth manifoldMhas a natural one-parameter ...
We derive some tools for classifying tensor ideals in monoidal categories. We use these results to c...
This is the second in a series of papers laying the foundations for a differential graded approach t...
I survey some of the model-theoretic work on differential algebra and related topics
In this thesis we consider various homological properties of differential graded algebras, and more ...
The tensor theory is a branch of Multilinear Algebra that describes the relationship between sets of...
This book brings together recent advances in tensor analysis and studies of its invariants such as t...
AbstractHere a group algebra is always the group algebra of a finite group over a commutative field....
Let F_lambda(S^1) be the space of tensor densities of degree (or weight) lambda on the circle S^1. T...
summary:In this paper the symmetric differential and symmetric Lie derivative are introduced. Using ...
This book explains, as clearly as possible, tensors and such related topics as tensor products of ve...
AbstractThis paper is a self-contained introduction to a theory of higher differential algebra. The ...
The goal of this thesis is to provide an overview of basic terms and results of tensor calculus. We ...
Necessary and sufficient conditions are given to guarantee associativity of algebras and co-algebras...
This dissertation explores aspects of the representation theory for tensor al-gebras, which are non-...
AbstractThe space of linear differential operators on a smooth manifoldMhas a natural one-parameter ...
We derive some tools for classifying tensor ideals in monoidal categories. We use these results to c...
This is the second in a series of papers laying the foundations for a differential graded approach t...
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