Global ETD Search
Search theses and dissertations gathered from participating repositories worldwide. Every result links back to the library that holds it. No account is needed.
Results
Showing 1 to 20 of 48 for “"Tensor products"”.
-
Ordered Topological Tensor Products
Made available in DSpace on 2014-12-09T22:17:53Z (GMT). No. of bitstreams: 1 7000885.pdf: 1459332 bytes, checksum: 991482be6a55e8ec8bad868ad11ad8ec (MD5) Previous issue date: 1969
-
Tensor Products Of Vector Seminormed Spaces
… is shown to be a category containing finite products. A theory of vector seminorms on the tensor products of vector seminormed spaces is developed in analogy with the theory of tensor products of Banach spaces. Accordingly, a reasonable cross vector seminorm, or simply tensor seminorm, is …
-
Tensor Products and Factorizations of Operator Systems
… we start by studying the operator system maximal tensor product, called max, in [17] from different perspectives. One approach is by the factorization technique used in Banach spaces [11] and operator spaces [5, 31]. Although in [14] it was used in establishing the operator system version of …
-
1-Factorizations of tensor products of graphs
… the existence of 1-factorizations of certain tensor products of graphs. The properties of these 1-factorizations are of interest; to study them, we develop results about the automorphism group of tensor products of graphs. The 1-factors of a particular product are analyzed extensively, and a …
-
Complex Vector Lattices: Tensor Products And Multilinear Maps
… the vector space complexification of the Fremlin tensor product C(X)⊗C(Y) is not a complex vector lattice when X and Y are uncountable metrizable compact spaces. The vector lattice complexification is employed to construct an Archimedean complex vector lattice tensor product, powers of Archimedean …
-
Topics In Nonabelian Tensor Products Of Topological Groups
The well-known notion of tensor product is used to describe multilinear relations between objects and enjoys many applications in pure and applied mathematics. The tensor product has been studied extensively in linear algebra with generalisations to abstract abelian group theory and modules. In …
-
Iwasawa theory for tensor products of Hilbert modular forms
… applied to Hilbert modular forms and their tensor products. Greenberg and Vatsal developed an approach to study the main conjecture for a large class of elliptic curves simultaneously. They showed that if a given pair of elliptic curves share the same residual Galois representation, then the …
-
Diagonals of Tensor Products of Banach Lattices with Bases.
In this dissertation, we investigate diagonals of tensor products of Banach lattices with bases. We first consider questions on the positive tensor products of l_p spaces. We characterize the main diagonals of the positive projective tensor product and the positive injective tensor product of l_p …
-
Complex interpolation of tensor products and applications to summing norms
… für die komplexe Interpolation von injektiven Tensorprodukten von Banachräumen. Die Arbeiten von Pisier und Kouba auf diesem Gebiet weiterführend, gibt der Autor eine Erweiterung ihrer Resultate im Rahmen von vektorwertigen Banachfunktionsräumen, was zugleich einen einfacheren Beweis des …
-
Unitarily invariant norms and tensor products of maximal injective von Neumann subalgebras
… we study a longstanding open question on the tensor product of maximal injective von Neumann subalgebras.</p><p>The first part of the dissertation is joint work with Don Hadwin, Eric Nordgren and Junhao Shen. The second part of the dissertation is joint work with Don Hadwin. This dissertation …
-
Formulae for symmetric powers and tensor products of modular representations of elementary abelian p-groups
… decomposition formulas for symmetric powers and tensor products in the context of elementary abelian p-groups remains underdeveloped in the existing literature. This research addresses this gap by systematically developing explicit mathematical formulas for these operations within such groups. A …
-
Hypersurface Sections: A Study of Divisor Class Groups and of the Complexity of Tensor Products
… a complete intersection R the complexity of the tensor product $M\otimes\sb{R}N$ of two finitely generated modules is the sum of the complexities of each if $Tor\sbsp{i}{R}(M,\ N)=0$ for $i\ge1.$ One of the applications is simplification of the proofs of central results over hypersurface rings in …
-
Representation of quantum algebras arising from non-compact quantum groups : quantum orbit method and super-tensor products
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1996.
-
Graphs on which dihedral, quaternion, and abelian groups act vertex and/or edge transitively and applications to tensor products
… a graph which is related to the tensor product of a complete bipartite graph and an even cycle."
-
Untersuchungen zu Tensorprodukten von Moduln symmetrischer Gruppen
Tensor products of modules of a finite group occur in many areas of ordinary and modular representation theory. In general only little is known about the structure of these modules. This thesis is about various aspects of tensor products of modules of symmetric groups S_n over a field of prime …
-
Operator-valued Kirchberg Theory and its connection to tensor norms and correspondences
… a continuum number of C∗ -norms on some tensor products which admit infinitely many copies.
-
Properties of Polynomial Identity Quantized Weyl Algebras
… Applying these results to the family of tensor products of PI quantized Weyl algebras we solve the automorphism and isomorphism problems.
-
Gradings of Lie Algebras
… original work completed for this dissertation. Tensor products of modules over a commutative ring R are the sole focus of Appendix B. We explicitly construct the tensor product of two R-modules, and see how all multi-linear maps filter through tensor products. This is followed by a collection of …
-
The involution principle and h-positive symmetric functions
… of the general linear group of V is a sum of tensor products of symmetric powers of V. Expanding the iterated exponential function as a power series yields coefficients whose positivity implies the h-positivity of the characteristic of the symmetric group character whose value on the …
Page 1 of 3