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Filtering by: Advisor Goheen, Harry Remove constraint Advisor: Goheen, Harry Advisor Goheen, Harry E. Remove constraint Advisor: Goheen, Harry E.

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A review of several classical measure functions

Creator:

Defenbach, Jean Marie

Resource Type:

Masters Thesis
A mechanization of Quine's canonical form

Creator:

Laxdal, Albert Lee

Resource Type:

Masters Thesis
On systems of Boolean equations

Creator:

Toms, Ralph Marvin

Resource Type:

Masters Thesis

Full Text:

were known to have been steal ing apples . But who? Harry said, "Charlie and Georgen. James said
A constructive proof of the fundamental theorem of algebra

Creator:

Kohfeld, John Jacob

Resource Type:

Masters Thesis
On the simplification of Boolean polynomials

Creator:

Dixon, Oren Wesley

Resource Type:

Masters Thesis

Full Text:

)LtDGjENT The author wishes to express his appreciation to Dr. H. E. Goheen for his encouragement and
An algorithm for the determination of the eliminant of three algebraic equations in three unknowns

Creator:

Schafer, Paul Lyle

Abstract:

The author develops an algorithm for the recursive reduction of Sylvester's determinant and the determination of the eliminant of three algebraic equations in three unknowns. The ALGOL 60 language is used for the description of this algorithm.

Resource Type:

Masters Thesis
A real-time digital control system for two hydroelectric power plants

Creator:

Hwang, John Dzen

Abstract:

The objective of this paper is to describe the design of a real-time system to control two hydroelectric power plants by a digital computer. The two controlling relations are stated as the continuity of water flow and the inequality of power generation requirements. It contains the logical sequence in finding...

Resource Type:

Masters Thesis

Full Text:

ACKNOWLEDGEMENT The author is extremely grateful to Dr. Harry E. Goheen for his kind assistance in the
A program for the fundamental theorum on symmetric functions

Creator:

Upatisringa, Visutdhi

Abstract:

The computation of symmetric functions can be tedious. For this reason, the object of this paper is to devise a computer program so that these symmetric functions can be handled automatically. The contribution of this investigation is a heuristic for finding the polynomials proved to exist by the Fundamental Theorem...

Resource Type:

Masters Thesis

Full Text:

. Corvallis, Oregon State University Press, 1965. (Translated from the Russian by Harry Goheen) (in press
A FORTRAN to ALGOL translator

Creator:

Hill, Edward Burlingame

Abstract:

FORTRAN is readily feasible to translation into ALGOL since they share many common features. Most of the features that are unique to FORTRAN can be translated by restricting them somewhat. The translator will handle explicit declarations of each item in a block, compensate for the differences in various operators, compensate...

Resource Type:

Masters Thesis

Full Text:

) (Date) (Degree) October 16, 1968 Title: A FORTRAN TO ALGOL TRANSLATOR Abstract approved: Harry
Lens design on a digital computer

Creator:

Liepins, Nicholas

Abstract:

The enclosed thesis presents an algorithm, programmed in FORTRAN IV, which generates the radii for the objective of an astronomical refracting telescope. The results are analyzed by the Trigonometric Ray Trace, and found to have tolerable amounts of spherical aberration, chromatic aberration and coma.

Resource Type:

Masters Thesis

Full Text:

computer programs. My special thanks go to Dr. Harry E. Goheen, my advisor and friend, for all his

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Academic Affiliation

Mathematics26
Computer Science2

Advisor

Goheen, Harry E.[remove]28
Slotta, Larry S.1

Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 1956 to 1983

View distribution

Committee Member

Anderson, Edwin L.1
Hunter, Larry C.1
Yates, Thomas L.1

Creator

Hwang, John Dzen2
Ayromloo, Shahram Shawn1
Balogh, Maria Edith Csermelyi1
Brady, Allen Harold1
Defenbach, Jean Marie1
more Creators »

Date

Date range begin – Date range end

Current results range from 1956 to 1982

View distribution

Decade

1980-19891
1970-19798
1960-196916
1950-19593

Degree Field

Mathematics26
Computer Science2

Degree Level

Master's19
Doctoral9

Degree Name

Master of Science (M.S.)17
Doctor of Philosophy (Ph.D.)9
Master of Arts (M.A.)2

Language

English [eng]28

Non-Academic Affiliation

Oregon State University. Graduate School28

Peer Reviewed

No21

Resource Type

Masters Thesis19
Dissertation9

Rights Statement

Copyright Not Evaluated28

Subject

Algorithms4
Polynomials4
Algebra, Boolean3
FORTRAN (Computer program language)3
ALGOL (Computer program language)2
more Subjects »

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