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Search theses and dissertations gathered from participating repositories worldwide. Every result links back to the library that holds it. No account is needed.
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Showing 1 to 20 of 30 for “"Indecomposable"”.
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Indecomposable Integral Representations
Made available in DSpace on 2014-12-05T21:50:22Z (GMT). No. of bitstreams: 1 6206168.pdf: 1410521 bytes, checksum: 877f3bb24219f57818b772d9adabfcba (MD5) Previous issue date: 1962
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Self Dual Codes and the Indecomposable Building Blocks
<p>Just like prime numbers are to integers, indecomposable codes are to self dual codes. This paper gives an explicit listing of the first few families of binary self dual codes, up to length 16. Binary self dual codes that are decomposable are given as a composition of indecomposable codes. The …
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The indecomposable integral representations of finite cyclic groups
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1962.
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Classification of the indecomposable finite dimensional modules of clannish algebras
In this thesis we classify all indecomposable finite dimensional modules of clannish algebras with idempotent relations on the special loops. To this end, we start with the introduction of the notion of asymmetric and symmetric strings and bands in terms of words. The classification will be given …
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Decomposition of Certain Representations Into A Direct Sum of Indecomposable Representations
… such representations into direct sums of indecomposable representations. The indecomposable representations of quivers and posets that arise from one dimensional persistent homology are well understood. However, the same is not true for multidimensional persistent homology. This thesis …
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The classification of the indecomposable integral representations of the dihedral group of order 2p
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 1962
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Four Generated Rank 2 Arithmetically Cohen-Macaulay Vector Bundles on General Sextic Surfaces
… dimension of the moduli space, of four generated indecomposable rank 2 arithmetically Cohen-Macaulay: ACM for short) bundles on a general sextic surface.</p><p>In Chapter One we introduce preliminaries and prove on a general sextic surface, every four generated indecomposable rank 2 ACM bundle …
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Infinite Gabriel-Roiter measures for the 3-Kronecker quiver
In this thesis we will use indecomposable representations of the 3-Kronecker quiver to construct uncountably many infinite Gabriel-Roiter measures. Our aim is to classify all piling submodules of an indecomposable regular module. We will show that they are either unique of a certain length or there …
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On the Projective Characters of the Finite Chevalley Groups
… characters of G, concentrating on the projective indecomposable characters (those characters afforded by the projective indecomposable modules). The main tool used in the paper is Steinberg's Tensor Product Theorem.
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Formulae for symmetric powers and tensor products of modular representations of elementary abelian p-groups
… A central objective is to extend the results on indecomposable representations of cyclic groups to specific classes of representations for elementary abelian p-groups, with a focus on deriving decomposition formulas for symmetric powers and tensor products into direct sums. Let V2 denote the …
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The cohomology rings of classical Brauer tree algebras
… minimal projective resolutions of nonprojective indecomposable modules over Brauer tree algebras. Those calculated resolutions lead to an algorithm for calculating a minimal set of generators for the cohomology ring of a Brauer tree algebra.
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Soergel Diagrammatics for Dihedral Groups
… morphisms between color-alternating objects. The indecomposable Soergel bimodules are the images of Jones-Wenzl projectors. When W is finite, the Temperley-Lieb category must be taken at an appropriate root of unity, and the negligible Jones-Wenzl projector yields the Soergel bimodule for the …
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Factorization properties of universal algebras
… that can be written as the product of directly indecomposable algebras in a unique way up to isomorphism, known as the Unique Factorization Property. Here we undertake the task of collecting all the major results discovered by a few mathematicians (A. Tarski, B. J´onsson, R. Mckenzie, C. Chang, …
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Odd symmetric functions and categorification
… the way, we develop a graphical calculus for indecomposable modules for the odd nilHecke algebra.
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Hochschild homology / cohomology of preprojective algebras of ADET quivers
… algebra decomposes as the direct sum of all indecomposable representations of the quiver with multiplicity 1. Since then, preprojective algebras have found many other important applications, see e.g. to Kleinian singularities. In this thesis, I computed the Hochschild homology/cohomology of …
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Dynamics of irreducible endomorphisms of F_n
… case where the action F_n \curvearrowright T is indecomposable--this is a strong mixing property introduced by Guirardel. In this case, we show that the action of H on its minimal invariant subtree T_H has dense orbits if and only if H is finite index in F_n. There is an interesting application …
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Semisimple filtrations of tilting modules for algebraic groups
… closed field $k$ of characteristic $p > 0$. The indecomposable tilting modules $\{T(\lambda)\}$ for $G$, which are labeled by highest weight, form an important class of self-dual representations over $k$. In this thesis we investigate semisimple filtrations of minimal length (Loewy series) of …
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Indecomposability in inverse limits.
… property is an important tool in the study of indecomposable inverse limits. A characterization of the full projection property for arbitrary compacta is given based solely on the dynamics of the bonding functions and a second characterization is given for the class of continuum-valued maps of …
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Hyperfinite families, amenable representation type and non-amenability of controlled wild algebras
… algebras as well as partial positive results for indecomposable modules of integral slope for tubular canonical algebras and the preprojective and postinjective component for path algebras of generalised Kronecker quivers.<br /> To prove the other direction of the conjecture for algebraically …
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Relating diameter and mean curvature for varifolds
… space which allows singularities. Given an indecomposable varifold with dimension at least two in some Euclidean space such that the first variation is locally bounded, the total variation is absolutely continuous with respect to the weight measure, the density of the weight measure is at …
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