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Milne, Glenn A.
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Advisor
Milne, W. E.
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A study of the differential equation (1-x²) d²z/dx²- 3x dz/dx- (m²-1)z=0
Creator:
Millican, Jean Elizabeth
Resource Type:
Masters Thesis
Full Text:
A
study of the differential equation (1-x²) d²z/dx²- 3x dz
Formulas for mechanical quadrature of irrational functions
Creator:
Youngberg, Mabel Ellen
Resource Type:
Masters Thesis
Full Text:
A
The function f(x) \,íO(J() where 0(x) has
a
role of the first order, Type B, The function f(x
On the numerical integration of the second order differential equation with assigned end points
Creator:
Bridger, Clyde Arthur
Resource Type:
Masters Thesis
Full Text:
itethod of auooeaive appro- matona
a
iont of tho intoa1 cire of th3 soond order differ-ial equation pith
Numerical solution of the second order differential equation
Creator:
Lien, Harold
Resource Type:
Masters Thesis
Full Text:
tIuouh
a
given point and to have
a
given slope at that point. The point rxd slope must be such thet £(x
Fourier's series for practical use
Creator:
Porter, Ruth Ellen
Resource Type:
Masters Thesis
Full Text:
this thesIs an attempt was made to collect, work out, and put in
a
-oneral form, for practical use,
a
A study of the wave equation for the dipole
Creator:
Andrews, Alfred W.
Resource Type:
Masters Thesis
Full Text:
A
study of the wave equation for the dipole
A
STUDY 0F
Biorthogonal functions for frequency distributions
Creator:
Stone, William Matthewson, 1915-
Resource Type:
Masters Thesis
Full Text:
an arbitrary number, and the operator, E, is in turn defined as E-m u(x)
a
u(x - m). *
Milne
Orthogonal polynomials for curve fitting
Creator:
Price, James Ferris
Resource Type:
Masters Thesis
Full Text:
POLYNOMIALS FOR CURVE FITTING by James F . Price
A
THESIS submitted to the OREGON STATE COLLEGE
Orthogonal polynomials
Creator:
Pomeroy, C. David
Resource Type:
Masters Thesis
Full Text:
DAVID POMEROY
A
THESIS submitted to the OkEGON STATE COLLEGE in partial fulfillment of the
Summation and table of finite sums
Creator:
Stalley, Robert Delmer
Resource Type:
Masters Thesis
Full Text:
Summation and table of finite sums SUMMATION
A
!D TABLE
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Academic Affiliation
Mathematics
13
Advisor
Milne, W. E.
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13
Commencement Year
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Current results range from
1934
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1963
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Creator
Andrews, Alfred W.
1
Bridger, Clyde Arthur
1
Cone, Donald Harry
1
Kohfeld, John Jacob
1
Lien, Harold
1
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Date
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Current results range from
1934
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1963
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Decade
1960-1969
1
1950-1959
2
1940-1949
4
1930-1939
6
Degree Field
Mathematics
13
Degree Level
Master's
12
Doctoral
1
Degree Name
Master of Arts (M.A.)
6
Master of Science (M.S.)
6
Doctor of Philosophy (Ph.D.)
1
Language
English [eng]
13
Non-Academic Affiliation
Oregon State University. Graduate School
13
Peer Reviewed
No
12
Resource Type
Masters Thesis
12
Dissertation
1
Rights Statement
Copyright Not Evaluated
13
Subject
Differential equations
4
Functions, Orthogonal
2
Polynomials
2
Difference equations
1
Differential equations, Linear
1
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