Skip to Content

Switch language English
- Switch language
- Deutsch
- English
- Español
- Français
- Italiano
- Português do Brasil
- 中文
Login

ScholarsArchive@OSU

Home
About
Help
Contact

Search ScholarsArchive@OSU

Advanced Search

Search Constraints

Start Over

Filtering by: Creator Lim, Ho-Jin Remove constraint Creator: Lim, Ho-Jin Academic Affiliation Mathematics Remove constraint Academic Affiliation: Mathematics

« Previous | 1 - 10 of 36 | Next »

Relevance
Title [A-Z]
Title [Z-A]
Date Created ▼
Date Created ▲
Date Uploaded ▼
Date Uploaded ▲

Number of results to display per page

10 per page
20 per page
50 per page
100 per page

View results as:

List Gallery Masonry

Search Results

Proximate orders and generalized indicators of entire functions

Creator:

Caton, Gerald Lee

Resource Type:

Masters Thesis

Full Text:

measuring the growth of an entire func- tion f(z) consists of defining the order p of f(z) by p = lim
Inverse limits and full families

Creator:

Fassett, Jonathon E.

Resource Type:

Dissertation

Full Text:

diagram. Xo A Xn Xn+1 ° fn) ho h1 hn hn±i yo QY1 Yn gn Yn+i lim(Y, gn) The equations gn(hn+i (xn+i
Partial differential equations of Sobolev-Galpern type

Creator:

Showalter, R. E.

Abstract:

A mixed initial and boundary value problem is considered for a partial differential equation of the form Muₜ(x, t)+Lu(x, t)=0, where M and L are elliptic differential operators of orders 2 m and 2l, respectively, with m ≤ l. The existence and uniqueness of a strong solution of this equation...

Resource Type:

Article

Full Text:

, respectively, by (/, 9)k - ΣJ\D°fD*gdx: \ a \ ̂ and II / II* = !/(/,/)*• HI' ΞΞΞ Ho k(G) will denote the
Topological entropy for noncompact spaces and other extensions

Creator:

Hofer, Jack Edward

Resource Type:

Dissertation

Full Text:

that h(T) = 7j(A, T)h(TA) where n-1 72(A, T) = sup lim inf x6X n±co n 1=0 (T1x). Here XA is the
The exponential X-ray transform

Creator:

Hazou, Irene A

Abstract:

See pdf.

Resource Type:

Dissertation

Full Text:

class of functions f, by actually evaluating the limit lim P (P f*K ) p+0 -P P P with K as in (1.8
Fractional powers of the Laplacian with application to small amplitude water waves

Creator:

Kiser, Terry

Abstract:

See pdf

Resource Type:

Dissertation

Full Text:

condition (A) is satisfied. It will be shown that -xk z lim e uk(S) converges in L2( E) to r2 4(S). DH
Transmission Eigenvalues and Thermoacoustic Tomography

Creator:

Finch, David and Hickmann, Kyle S.

Abstract:

The spectrum of the interior transmission problem is related to the unique determination of the acoustic properties of a body in thermoacoustic imaging. Under a non-trapping hypothesis, we show that sparsity of the interior transmission spectrum implies a range separation condition for the thermoacoustic operator. In odd dimensions greater than...

Resource Type:

Article

Full Text:

). The boundedness of fj at r = 0 imposes a boundary condition on the Xm(η) at η = 0, namely lim η→0 η
Some results in probability from the functional analytic viewpoint

Creator:

Gelbaum, Zachary A.

Abstract:

This dissertation presents some results from various areas of probability theory, the unifying theme being the use of functional analytic intuition and techniques. We first give a result regarding the existence of certain stochastic integral representations for Banach space valued Gaussian random variables. Next we give a spectral geometric construction...

Resource Type:

Dissertation

Full Text:

continuous as a map from X to H i.e. lim x→y ‖h(x, ·)− h(y, ·)‖H = 0 for each y ∈ X and let hn ∈ C∞(X), hn
Implicit Degenerate Evolution Equations and Applications

Creator:

Di Benedetto, Emmanuele and Showalter, R. E.

Abstract:

The initial-value problem is studied for evolution equations in Hilbert space of the general form d/dt A(u) + B(u) ϶ f, where and are maximal monotone operators. Existence of a solution is proved when A is a subgradient and either is strongly monotone or B is coercive; existence is established...

Resource Type:

Article

Full Text:

))<-lim inf O*(ux(T)+vx(T)), hO and our preceding calculations show that this is equivalent to (3.5
Homology theory of submersions

Creator:

Sekino, Junpei

Abstract:

In this dissertation we construct a homology theory on the category of submersions which generalizes the homology of the base space with coefficients in the homology of the fiber as given by the E²-terms of the Serre spectral sequence of a fiber bundle. The main motivation for this new homology...

Resource Type:

Dissertation

Full Text:

a2 0 --> (Gi 2 Z ---> 2 (H ) ED (H 6 Z ) 1 1 '72 (r1 cr2 HO Z ) (HO Z0 0 CT 1 0-2 where a'-JO

« Previous
Next »
1
2
3
4

Limit your search

Academic Affiliation

Mathematics[remove]36

Advisor

Flaherty, Francis J.2
Lee, John Walter2
Andreotti, Aldo1
Anselone, P. M.1
Bodvarsson, Gunnar1
more Advisors »

Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 1955 to 2022

View distribution

Unknown 6

Committee Member

Higdon, Robert4
Faridani, Adel2
Finch, David2
Jansen, Henri2
Thomann, Enrique A.2
more Committee Members »

Creator

Showalter, R. E.5
Aalto, Sergei Kalvin1
Averbeck, Patrick J.1
Barbosa, Bruno1
Bashir, Mohammed1
more Creators »

Contributor

Otto, Peter T.1

Date

Date range begin – Date range end

Current results range from 1955 to 2022

View distribution

Decade

2020-20293
2010-20198
2000-20092
1990-19993
1980-19897
1970-19796
1960-19696
1950-19591

Degree Field

Mathematics30

Degree Level

Doctoral23
Master's7

Degree Name

Doctor of Philosophy (Ph.D.)23
Master of Science (M.S.)4
Master of Arts (M.A.)3

File Format

application/pdf1

Language

English [eng]36

License

All rights reserved11

Non-Academic Affiliation

Oregon State University. Graduate School24

Peer Reviewed

No24
Yes6

Resource Type

Dissertation23
Masters Thesis7
Article6

Rights Statement

Copyright Not Evaluated25
In Copyright11

Subject

Topology3
Brownian motion processes2
Algebra, Abstract1
Boundary value problems1
Convergence1
more Subjects »

Scholars Archive is a service of Oregon State University Libraries & Press

121 The Valley Library
Corvallis, OR 97331-4501

Contact Us
Services for Persons with Disabilities

Powered by Hyrax 3.6.0

Copyright © 2018 Oregon State University
Licensed under the Apache License, Version 2.0

Core Trust application (pdf)