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Formulas for mechanical quadrature of irrational functions
Creator:
Youngberg, Mabel Ellen
Resource Type:
Masters Thesis
Full Text:
Formulas for mechanical quadrature of
irrational
functions
A synthesis of significant developments in the history, calculation, and properties of the number e
Creator:
Beecroft, James Lewis
Abstract:
This thesis brings together under one cover a survey of the history of the real number e along with a study of the present state of its theory and calculation.
Resource Type:
Masters Thesis
Full Text:
that e is
irrational
. In his work with continued fractions he suggested that to every rational
number
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Academic Affiliation
Mathematics
2
Advisor
Arnold, B. H.
1
Milne, W. E.
1
Commencement Year
Commencement Year range begin
–
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Current results range from
1938
to
1969
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Creator
Beecroft, James Lewis
1
Youngberg, Mabel Ellen
1
Date
Date range begin
–
Date range end
Current results range from
1937
to
1968
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Decade
1960-1969
1
1930-1939
1
Degree Field
Mathematics
2
Degree Level
Master's
2
Degree Name
Master of Science (M.S.)
2
Language
English [eng]
2
Non-Academic Affiliation
Oregon State University. Graduate School
2
Peer Reviewed
No
2
Resource Type
Masters Thesis
2
Rights Statement
Copyright Not Evaluated
2
Subject
Irrational numbers
2
Transcendental numbers
1