Concepedia

Fritz Herzog

FH

9

Publications

181

Citations

9

H-Index

1945

Active since

Affiliations

Michigan State University(Current)

University of Michigan

Fritz Herzog is an author at Michigan State University specializing in functional analysis, discrete mathematics, and geometry.

Top concepts

Functional AnalysisGeometryEducationEngineeringDiscrete GeometryDiscrete MathematicsGraph TheoryIntegral GeometryApproximation TheoryRepresentation Theory

Publications per year

1945–1971

9

Publications

9

The Bernstein Polynomials for Discontinuous Functions

Fritz Herzog, Jordan Hill · American Journal of Mathematics · 1946 · 44 citations

Engineering, Orthogonal Polynomial, Analytic Combinatorics +4

Sets of convergence of Taylor series. II.

Fritz Herzog, George Piranian · Duke Mathematical Journal · 1953 · 29 citations

Pade Approximant, Taylor Series, Functional Analysis +1

Patterns of Visible and Nonvisible Lattice Points

Fritz Herzog, B. M. Stewart · American Mathematical Monthly · 1971 · 23 citations

Integral Geometry, Theoretical Mathematics, Image Size Additional +13

Schlicht Taylor series whose convergence on the unit circle is uniform but not absolute

Paul Erdős, Fritz Herzog, G. Pirani · Pacific Journal of Mathematics · 1951 · 20 citations · Full text

Schlicht Taylor Series, Unit Circle

A generalization of Borel’s and F. Bernstein’s theorems on continued fractions

Fritz Herzog, Barney Bissinger · Duke Mathematical Journal · 1945 · 17 citations

Continued Fractions, Borel ’ S, Analytic Number Theory +2

Rows per page

1–5 of 9