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 6833 for “"minimal"”.
-
Minimal fusion systems
We define minimal fusion systems in a way that every non-solvable fusion system has a section which is minimal. Minimal fusion systems can also be seen as analogs of Thompson's N-groups. In this thesis, we consider a minimal fusion systems F on a finite p-group S that has a unique maximal p-local …
-
O-minimal homology
… sets and definable continuous maps in an o-minimal expansion of an ordered field. Both simplicial and singular homology functors are defined, and they are shown to satisfy the Eilenberg-Steenrod axioms. The singular homology functor is used to prove o-minimal analogues of the Jordan-Brouwer …
-
Minimal multidimensional designs
… that require a minimum number of assemblies, minimal multidimensional designs (MMD's) and minimal augmented multidimensional designs (MAMD's). Such designs are incomplete factorials which allow for only some two-factor interactions. An analysis of incomplete factorials with and without …
-
Minimal Norm Constrained Interpolation
… the problem of computing the interpolant of minimal norm from a convex cone in a normed dual space. This is an extension of de Boor's work on minimal norm unconstrained interpolation.</p>
-
Minimal Faithful Group Representations
Made available in DSpace on 2014-12-11T18:23:58Z (GMT). No. of bitstreams: 1 7317477.pdf: 1548251 bytes, checksum: 5a95ac15756b2fb64a6853dba08c38fd (MD5) Previous issue date: 1972
-
On two-valued minimal graphs and minimal surfaces arising from the Allen-Cahn equation
… parts. The first discusses so-called two-valued minimals, and takes up the majority of the text. It concludes with a proof of a Bernstein-type theorem valid in dimension four: in this dimension entire two-valued minimal graphs are linear. In gross terms we follow a strategy similar to that used …
-
Domain adaptation with minimal training
The performance of a machine learning model trained on labeled data of a (source) domain degrades severely when they are tested on a different (target) domain. Traditional approaches deal with this problem by training a new model for every target domain. In natural language processing, top …
-
Minimal Models and Riemannian Foliations
In this work, we consider minimal models of Riemannian foliations on connected, simply-connected manifolds following Lehmann. We show that if the minimal model has an underlying rational form of finite type, then it can be realized in rational homotopy by a fibration of finite CW complexes. As a …
-
Polynomially bounded o-minimal structures
O-minimal expansions of ordered fields are investigated, with particular emphasis on polynomially bounded o-minimal expansions of $\overline\IR := (\IR, <, +, -, \cdot, 0,1).$
-
Derivations on o-minimal fields
"Let $K$ be an o-minimal expansion of a real closed ordered field and let $T$ be the theory of $K$. In this thesis, we study derivations $\der$ on $K$. We require that these derivations be compatible with the $\mathcal{C}^1$-functions definable in $K$. For example, if $K$ defines an exponential …
-
Minimal means of making place
This dissertation introduced a minimal means approach to architectural interventions in the landscape of the Western Cape. Learning from land artists such as Robert Smithson and Robert Morris, an intervention is powerful when experienced in isolation. The intervention supercharges the landscape, …
-
Calibrations and minimal Lagrangian submanifolds
… thesis will be concerned with the geometry of minimal submanifolds in certain Riemannian manifolds which possess some special geometric structure. Those Riemannian manifolds will fall into one of the following categories: 1) A Riemannian manifold M with a calibrating k-form n7. We will derive …
-
Cantor Minimal Systems and Dimension Groups
… classification up to strong orbit equivalence of minimal Z^d-actions on a Cantor set. The range of such dimension groups for d>1 is still an open question. It appears as if symbolic dynamical systems may be a fruitful approach to this question. In this work, the relationship is explored between …
-
Identifying a minimal sugammadex dosing strategy
This quality improvement project looks at Sugammadex dosing regimens in a facility that uses qualitative assessment to assess neuromuscular recovery. To determine how dosing of Sugammadex impacts residual paralysis three dosing groups will be compared, the facility standard dosing regime of 200 mg, …
-
Minimal Contact Intervention for Tobacco Dependence
… to a policy that requires them to implement minimal contact intervention for tobacco cessation with their clients. This study also described what components of the intervention may have contributed to the adherence of the policy and how health care providers felt about adhering to the policy. …
-
Design of Minimal Programmable Logic Arrays
The switching function minimization is very important for optimal and reliable PLA design. A number of different minimization procedures have appeared. However, until recently, the application of these minimization procedures has been limited to functions of a few variables. For the automated …
-
On elementary pairs ofo-minimal structures
… I prove some results on elementary pairs of o-minimal structures.
-
Uniform bounds in D-minimal structures
Submission original under an indefinite embargo labeled 'Open Access'. The submission was exported from vireo on 2025-10-20 without embargo terms
-
Projective minimal analysis of camera geometry
… admissible. This thesis presents a novel, minimal projective model of uncalibrated view triplets in terms of the dependent epipolar geometries among view pairs. By explicitly modeling the trifocal constraints among projective bifocal parameters-the epipoles and epipolar collineations-this …
Page 1 of 342