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Filtering by: Creator Sinh, Le Xuan Remove constraint Creator: Sinh, Le Xuan Degree Name Master of Arts (M.A.) Remove constraint Degree Name: Master of Arts (M.A.)

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Hyperbolic trigonometry derived from the Poincare model

Creator:

Hoggatt, Verner E.

Resource Type:

Masters Thesis

Full Text:

(hereafter said to be nominally con- gruent) 5. angle ACB le congruent 5. nominal angles ACE and to
Summation and table of finite sums

Creator:

Stalley, Robert Delmer

Resource Type:

Masters Thesis

Full Text:

INVERSION OF A A - RELATION To sum u by inversion le to find V such that and apply (3). For example from
An extension of Widder's theorem

Creator:

Guenther, Ronald B.

Resource Type:

Masters Thesis

Full Text:

(x-,t-t0) [i - sinh M(t-t0fl. Now for t sufficiently close to t0, sinh M(t-t0) < . So at least
On the theory of heat transport in a semi-infinite solid

Creator:

Wong, James Teng

Abstract:

The paper concerns itself with the problem of heat transport in a homogeneous, incompressible, isotropic, semi-infinite solid whose boundary is nonstationary. The methods of solution in the one dimensional case are discussed. Numerical examples and a method for arriving at the solutions published by Bailey and Lakin in their paper...

Resource Type:

Masters Thesis

Full Text:

(2) of Appendix 5, the value of I1 is given by I-- exp[,(-2vf(x-vft)-2ßvft + ß2t)/ 4a] sinh I x
Generalized difference operators with applications to physical systems

Creator:

Smith, Newton Birrell

Resource Type:

Masters Thesis

Full Text:

tunotion ie regular outside the s,. a. That le, r(s) is arbi- h orten airferentiabie. f(s) Is regu
An application and generating methods for Mellin transforms

Creator:

Johnson, Bruce Rae

Abstract:

Properties of Mellin transforms are applied to the summation of infinite series. A specific example of this application leads to the establishment of certain properties of a generalization of Lerch's zeta function. Nine powerful methods of generating new tables of Mellin transforms from existing tables of Mellin and other integral...

Resource Type:

Masters Thesis

Full Text:

elslsinIR-3) elslcos4[S log Il-log IsI]} , as I s l -cc in 2<< n, s= Isle le i f In formula (16) we have
Boundary value problems and bifurcation theory for ordinary differential equations

Creator:

Malloy, David

Abstract:

Two numerical methods are presented that can be used to solve second order nonlinear ordinary differential equations with periodic boundary conditions. One of these methods is a shooting method developed solely for the periodic problem. The other, "quasilinearization," is a method applicable to a wide variety of problems. It is...

Resource Type:

Masters Thesis

Full Text:

differentiable on ja, M and satisfies the equation: u"(t) = f(t, u(t), (t)) for each 'LE [a, Also, u may be
A classification of determinants whose evaluations have appeared in periodical literature

Creator:

Liebetrau, Albert M.

Abstract:

This paper is a classification of 181 problems, each of which involves the evaluation or application of determinants. The problems are those which have appeared in the "Problems and Solutions" sections of the American Mathematical Monthly, Deutsche Mathematiker-Vereinigung Jahresbricht, Mathematics Magazine, and School Science and Mathematics. The problems are classified,...

Resource Type:

Masters Thesis

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Academic Affiliation

Mathematics8

Advisor

Bodvarsson, Gunnar1
Eves, Howard1
Fulks, Watson1
Goheen, Harry1
Lee, John Walter1
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Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 1948 to 1979

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Creator

Guenther, Ronald B.1
Hoggatt, Verner E.1
Johnson, Bruce Rae1
Liebetrau, Albert M.1
Malloy, David1
more Creators »

Date

Date range begin – Date range end

Current results range from 1948 to 1979

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Decade

1970-19791
1960-19694
1950-19591
1940-19492

Degree Field

Mathematics8

Degree Level

Master's8

Degree Name

Master of Arts (M.A.)[remove]8

Language

English [eng]8

Non-Academic Affiliation

Oregon State University. Graduate School8

Peer Reviewed

No8

Resource Type

Masters Thesis8

Rights Statement

Copyright Not Evaluated8

Subject

Difference equations2
Calculus, Operational1
Determinants1
Differential equations1
Equations1
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