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Filtering by: Committee Member Proebsting, William M. Remove constraint Committee Member: Proebsting, William M. Academic Affiliation Mathematics Remove constraint Academic Affiliation: Mathematics

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Solutions to some linear evolutionary systems of equations : study of the double porosity model of fluid flow in fractured rock and its applications.

Creator:

Bodvarsson, Gudrun M.

Abstract:

The present work is a study of three degenerate, linear parabolic systems of equations, each of which represents a version of the so-called double porosity model for underground fluid flows in natural fractured rock. These systems of equations together with initial and boundary conditions describe single-phase flows in fluids, slightly...

Resource Type:

Dissertation
On the Topologies of Moduli Spaces of Polygons: A Taxonomic Approach

Creator:

Krughoff, Stephen A.

Abstract:

Consider a polygon lying in the Euclidean plane with labeled edge lengths. The moduli space of polygons is the space of all polygons with the same labeled edge lengths, modulo orientation preserving isometries. It is well known that this space is generically a smooth manifold. For certain combinations of edge...

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Dissertation

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polytope P Hp(f) The Hessian of f : M → R at p ∈M Pn The subspace of P̄n of unit perimeter n-gons Sn The
Inverse limits and full families

Creator:

Fassett, Jonathon E.

Resource Type:

Dissertation

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Families Abstract approved. Richard M. Schori In 1995, Barge and Ingram [4] investigated inverse limits
Enumeration Problems on Symmetries of Riemann Surfaces

Creator:

Camacho, Charles A.

Abstract:

We describe two combinatorial problems in the theory of automorphism groups of compact Riemann surfaces of genus two or greater: enumerate the topological actions of a finite group on surfaces and determine the set of genera of surfaces admitting such a group action, called the genus spectrum. We illustrate results...

Resource Type:

Dissertation

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thank William Bogley for suggesting I study a family of finite groups; Thomas Schmidt for connecting me
A thin codimension-one decomposition of the Hilbert Cube

Creator:

Phon-On, Aniruth

Abstract:

For cell-like upper semicontinuous(usc) decompositions G of finite dimensional manifolds M, the decomposition space M/G turns out to be an ANR provided M/G is finite dimensional ([Dav07], page 129 ). Furthermore, if M/G is finite dimensional and has the Disjoint Disks Property (DDP), then M/G is homeomorphic to M ([Dav07],...

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Dissertation

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dimensional man- ifolds M , the decomposition space M/G turns out to be an ANR provided M/G is finite

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Academic Affiliation

Mathematics[remove]5

Advisor

Guo, Ren2
Garity, Dennis J.1
Guenther, Ronald B.1
Schori, Richard M.1

Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 1991 to 2019

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Committee Member

Bogley, William A.3
Escher, Christine M.3
Anselone, Philip M.1
Bogley, William1
Borradaile, Glencora1
more Committee Members »

Creator

Bodvarsson, Gudrun M.1
Camacho, Charles A.1
Fassett, Jonathon E.1
Krughoff, Stephen A.1
Phon On, Aniruth1

Date

Date range begin – Date range end

Current results range from 1990 to 2019

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Decade

2010-20193
2000-20091
1990-19991

Degree Field

Mathematics5

Degree Level

Doctoral5

Degree Name

Doctor of Philosophy (Ph.D.)5

Language

English [eng]5

License

All rights reserved3

Non-Academic Affiliation

Oregon State University. Graduate School3

Peer Reviewed

No5

Resource Type

Dissertation5

Rights Statement

In Copyright3
Copyright Not Evaluated2

Subject

Combinatorial enumeration problems1
Convex polytopes1
Decomposition (Mathematics)1
Dessins d'enfants (Mathematics)1
Differential topology1
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