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Showing 1 to 20 of 176 for “"admissible"”.
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Admissible ordinals and recursion theory,
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1971.
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Connections between binary systems and admissible topologies
… T that contains the element a. The topology T is admissible for G if for every a·b=c and U<sub>c</sub> there exist U<sub>a</sub> and U<sub>b</sub> such that U<sub>a</sub>·U<sub>b</sub> c U<sub>c</sub>. G is said to be topologically trivial if the only admissible topologies for G are the discrete …
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Admissible orders on quotients of the free associative algebra
<p>An admissible order on a multiplicative basis of a noncommutative algebra A is a term order satisfying additional conditions that allow for the construction of Grobner bases for A -modules. When A is commutative, a finite reduced Grobner basis for an A -module can always be obtained, but when A …
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Admissible and Minimax Estimates of Parameters in Truncated Spaces
Made available in DSpace on 2014-12-05T22:27:21Z (GMT). No. of bitstreams: 1 6000200.pdf: 1228113 bytes, checksum: 75ba48f2772232c80ba87d9ade253ff7 (MD5) Previous issue date: 1959
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On Vertex Operator Algebras of Affine Type at Admissible Levels
… operator algebras (VOAs) of affine type at admissible levels. To do this, it is crucial to obtain knowledge of the singular vectors which generate the maximal submodules, with respect to which these VOAs appear as irreducible quotients, and therefore a substantial part of the text is devoted …
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Admissible nilpotent coadjoint orbits of p-adic reductive Lie groups
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1998.
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The determination of the admissible nilpotent orbits in real classical groups
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1987.
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AS HIGH AS EYES CAN SEE: A MODERATE LIBERALISM FOR THE ADMISSIBLE CONTENTS OF PERCEPTION
Una questione cruciale nell'ambito della filosofia contemporanea della percezione consiste nel determinare ciò che possiamo percepire, in contrapposizione a ciò che possiamo solo pensare. In questa tesi, difendo una visione "liberale" della percezione che accetta che possiamo percepire alcuni …
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Circularity of graphs
… description, σ(G) = max{r ε N| there is an admissible map f:V(G)→A(r)}. In this thesis, co-admissible maps are introduced and the co-circularity of a graph, G, is defined as η(G) = max{n ε N| there is a co-admissible map g:V(G)→Z<sub>n</sub>}. It is shown that σ(G) = 2η(G) or 2η(G) + 1. It …
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Renormalization and ∗-product of the Horseshoe maps
… to prove that the star-product of two horseshoe admissible pairs is a horseshoe admissible pair. Then to find the relationship between the zeta function of the star-product of two L(n, m) admissible pairs and the zeta function of the originals.</p>
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Cascade analysis and synthesis of transfer functions of infinite dimensional linear systems
… infinite dimensional state spaces, namely, 1) admissible systems in the sense of Bart, Gohberg and Kaashoek and 2) regular systems as recently introduced by Weiss. For the class of BGK-admissible systems, it is shown that the product of two admissible systems is again admissible and that a …
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A generalized label correcting method for optimal kinodynamic motion planning
… based on a direct forward search of the set of admissible input signals to a dynamical model. The advantage of this generalized label correcting method is that it does not require a local planning subroutine as in the case of related methods. Preliminary material focuses on new topological …
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Hilbert Space Projections and the Navier-Stokes Equation
… difficulty: the reduced set of physically admissible measures is still large. In this thesis a particular subclass of admissible measures is studied using the physically based theory of high field sensitivity. The projection associated with these measures is carried out and an eddy …
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Neumann Solutions to a Two-Phase Elliptic Free Boundary Problem in R^2
… energy functional over an appropriate class of admissible functions on a bounded, convex domain in two-dimensional Euclidean space. We require admissible functions to satisfy Dirichlet boundary conditions on a portion of the fixed boundary with positive one-dimensional Hausdorff measure and …
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The Boundary Behavior of Holomorphic Functions
… regions complex tangentially broader than admissible ones, in domains of finite type. In Chapter 3 discussing the Lindel\"{o}f principle, we provide some conditions which yield admissible convergence. In Chapter 4 we construct inner functions for a type of domains more general than strongly …
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Įrodymų leistinumas /
… and illegally obtained evidence often becomes admissible for that same purpose of the criminal process. The objective of the master’s thesis is to examine the concept of admissibility of evidence in Lithuanian criminal law. The following tasks are set to achieve the goal: 1) to reveal the …
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Elementos finitos para a análise limite de cascas axissimétricas via programação não-linear
… flexible method are utilized for statically admissible and kinematically admissible approaches. Therefore, upper bounds and lower bounds of the collapse loads are found for some problems: conical, spherical, ellipsoidal, torispherical shells etc. These numerical results are illustrated and …
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The Beilinson-Bernstein localization theorem for the affine Grassmannian
… mainly deals with the study of the category of admissible modules for the affine Kac-Moody algebra at the critical level, and the study of its center.
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Geometry of SU(3) Manifolds
… 3-plane. I call these $SU(3)$-structures {\it admissible}. By employing Cartan-K\"ahler machinery, I show that locally such admissible $SU(3)$-structures are abundant and much more general than local Calabi-Yau structures. However, the moduli space of the compact special Lagrangian submanifolds …
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Improvement and measurement of neural style transfer
… about what influences style transfer. }Admissible methods lie on a Pareto frontier (i.e. improving E reduces C, or vice versa). Three methods are admissible: Universal style transfer produces very good C but weak E; modifying the optimization used for Gatys' loss produces a method with …
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