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Filtering by: Advisor Goheen, Harry Remove constraint Advisor: Goheen, Harry Resource Type Masters Thesis Remove constraint Resource Type: Masters Thesis

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A structure theory of modules with a special reference to those defined by the Cauchy convergence criterion

Creator:

Brown, James Russell

Resource Type:

Masters Thesis
An alternating gradient method for solving linear systems

Creator:

Riggle, Everett Cramer

Resource Type:

Masters Thesis
The mechanization of logic II

Creator:

Witcraft, Don A.

Resource Type:

Masters Thesis
Mechanization of the Moore-Mealy algorithm for the reduction of sequential machines

Creator:

Marsh, Donald Dean

Resource Type:

Masters Thesis
The foundations of trigonometry

Creator:

Borden, Susan Jane (Dobson)

Resource Type:

Masters Thesis

Full Text:

made in the usual rigorous manner. 45 BI F3T. Ifl(APHY 1. Goheen, Harry. Classror notes for
A proof of the consistency of geometry

Creator:

Jacobs, Michael Jay

Resource Type:

Masters Thesis

Full Text:

, L;tuttgart, Teubner, 1956. 271 p. (Followed in lecture notes of Dr. Harry Gohoen, OSU Nathematics
Stability of numerical integration of ordinary differential equations

Creator:

Lathrop, James Frank

Abstract:

The thesis discusses stability of procedures based on linear computing formulas for numerical integration of an ordinary first-order differential equation. The theorems are proved: (1) If the procedure is asymptotically stable it is stable for small positive step size if the Lipschitz number is negative; (2) Relative stability always exists...

Resource Type:

Masters Thesis
The enumeration of strings of a given length in an n-ary non-associative non-commutative algebra

Creator:

Klosinski, Leonard Frank

Abstract:

In his book on abstract algebra, Nathan Jacobson poses and solves the problem of finding the number of ways of inserting parentheses in a string of given length with binary operators. We continue the work of Jacobson and go beyond it in that we no longer consider one binary operator...

Resource Type:

Masters Thesis
Algorithms for the solution of two algebraic equations in two unknowns

Creator:

Holroyd, John Ries

Abstract:

The author develops a new recursive procedure for the evaluation of Sylvester's eliminant. The algorithm is written in the ALGOL 60 language.

Resource Type:

Masters Thesis

Full Text:

Publishing House for Technical -Theoretical Literature, 1956. Unpublished translation by Harry Goheen
Machine algorithms for Boolean matrices

Creator:

Comstock, Dale R.

Resource Type:

Masters Thesis

Full Text:

, Ser. Matematika 16:405 -426.. 1952. (Tr. by H.E. Goheen, Dept. of Mathematics, Oregon State

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Academic Affiliation

Mathematics48

Advisor

Goheen, Harry29
Goheen, Harry E.19

Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 1956 to 1980

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Creator

Akers, David Warren1
Anderson, Sandra Elaine1
Boles, John Amos1
Borden, Susan Jane (Dobson)1
Brown, James Russell1
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Date

Date range begin – Date range end

Current results range from 1956 to 1979

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Decade

1970-197912
1960-196931
1950-19595

Degree Field

Mathematics48

Degree Level

Master's48

Degree Name

Master of Science (M.S.)41
Master of Arts (M.A.)7

Language

English [eng]48

Non-Academic Affiliation

Oregon State University. Graduate School48

Peer Reviewed

No47

Resource Type

Masters Thesis[remove]48

Rights Statement

Copyright Not Evaluated48

Subject

Algebra, Boolean6
Algorithms6
ALGOL (Computer program language)5
Polynomials5
FORTRAN (Computer program language)3
more Subjects »

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