Harold R. Parks

Q: What Schools Are Affiliated With Harold R. Parks

Harold R. Parks is affiliated with the following schools: Oregon State University, Princeton University, Stanford University

Harold R. Parks's AcademicInfluence.com Rankings

Harold R. Parks

Mathematics

#1918

World Rank

#3042

Historical Rank

#773

USA Rank

Measure Theory

#1900

World Rank

#2315

Historical Rank

#580

USA Rank

mathematics Degrees

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Mathematics

Harold R. Parks's Degrees

PhD Mathematics Princeton University
Masters Mathematics Stanford University

Why Is Harold R. Parks Influential?

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According to Wikipedia, Harold Raymond Parks is an American mathematician and is a professor emeritus of mathematics at Oregon State University. Parks obtained his Ph.D. in 1974 from Princeton University, under the supervision of Frederick J. Almgren, Jr. In 2012, he became a fellow of the American Mathematical Society.

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Harold R. Parks's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

A Primer of Real Analytic Functions (1992) (926)
The Implicit Function Theorem (2002) (360)
The geometry of domains in space (1999) (158)
Distance to Ck hypersurfaces (1981) (117)
Geometric Integration Theory (2008) (113)
Ricci Flow and the Poincaré Conjecture (2014) (54)
Explicit determination of area minimizing hypersurfaces. II (1986) (31)
An Elementary Calculation of the Dihedral Angle of the Regular n-Simplex (2002) (28)
The generalization of Faulhaber's formula to sums of non-integral powers (2007) (24)
Jacobi fields and regularity of functions of least gradient (1984) (19)
On the Vector Sum of Two Convex Sets in Space (1991) (16)
Geometric characterizations of centroids of simplices (2006) (15)
The Mathematics of Finance (2014) (14)
Explicit determination of area minimizing hypersurfaces, II (1977) (14)
Numerical Approximation of Parametric Oriented Area-Minimizing Hypersurfaces (1992) (10)
Nonlinear conditions for differentiability of functions (1985) (9)
Computing Least Area Hypersurfaces Spanning Arbitrary Boundaries (1997) (9)
Sums of non-integral powers (2004) (7)
Introduction to the Implicit Function Theorem (2003) (6)
Advanced Implicit Function Theorems (2003) (5)
Soap-film-like minimal surfaces spanning knots (1992) (5)
The least-gradient method for computing area minimizing hypersurfaces spanning arbitrary boundaries (1996) (5)
Connections between combinatorics of permutations and algorithms and geometry (2009) (5)
The Plateau Problem (2014) (4)
The Volume of the Unit n-Ball (2013) (4)
The Lagrange inversion theorem in the smooth case (2006) (3)
Analytical Tools: The Area Formula, the Coarea Formula, and Poincaré Inequalities. (2008) (3)
Some new constructions and estimates in the problem of least area (1979) (3)
A Mathematical Odyssey: Journey from the Real to the Complex (2014) (3)
Explicit Determination in $$\mathbb {R} ^{N}$$RN of $$(N-1)$$(N-1)-Dimensional Area Minimizing Surfaces with Arbitrary Boundaries (2019) (2)
Euclidean and Non-Euclidean Geometries (2014) (2)
Symmetrized-lexicographic order and the method of points (2006) (2)
Some Questions of Hard Analysis (1992) (2)
Sums of k-bonacci Numbers (2022) (2)
Regularity of solutions to elliptic isoperimetric problems (1984) (2)
Existence and lipschitz regularity of functions minimizing integrals of certain positively homogeneous integrands (1988) (2)
Explicit Determination in ${\Bbb R}^{N}$ of $(N-1)$-Dimensional Area Minimizing Surfaces with Arbitrary Boundaries (2017) (1)
An Elementary Proof of a Generalization of Bernoulli's Formula (2010) (1)
Partial regularity of functions of least gradient in $\mathbb {R}^8$ (1988) (1)
AN APPLICATION OF THE CAUCHY-KOWALEWSKY THEOREM: THE MINIMAL SURFACE EQUATION AT CORNERS (1989) (1)
THE LEAST GRADIENT METHOD FOR COMPUTING AREA~MINIMIZING HYPERSURFACES (1993) (1)
A Slope-Bounding Procedure for Mass-Minimizing Currents (2007) (0)
AN ABSTRACT OF THE DISSERTATION OF Zachary A. Gelbaum for the degree of Doctor of Philosophy in Mathematics presented on April 17, 2013. Title: Some Results in Probability from the Functional Analytic Viewpoint Abstract approved: (2013) (0)
The Gauss map of a three-dimensional minimal surface (1981) (0)
Introduction to Currents (2008) (0)
Multivariable Calculus of Real Analytic Functions (2002) (0)
Improved Linear-Time Ranking of Permutations (2021) (0)
LINEARLY TRANSFORMABLE MINIMAL SURFACES (2009) (0)
Remembering Herbert Federer (1920-2010) (2012) (0)
Surfaces minimizing integrals of divergent integrands (1999) (0)
Questions about Mathematics (2015) (0)
Two eggs any style - generalizing egg-drop experiments (2022) (0)
An Elementary Proof of the Generalization of the Binet Formula for k-bonacci Numbers (2022) (0)
Covering Theorems and the Differentiation of Integrals (2008) (0)
The generalized Binet formula for $k$-bonacci numbers (2023) (0)
The Four-Color Problem (2014) (0)
Currents and the Calculus of Variations (2008) (0)
Domains with Smooth Boundaries (1999) (0)
The P/NP Problem (2014) (0)
Regularity of Mass-Minimizing Currents (2008) (0)
The Calculus of Differential Forms and Stokes’s Theorem (2008) (0)
The Foundations of Mathematics (2014) (0)
A strong approximation theorem for real cycles (1986) (0)
Invariant Measures and the Construction of Haar Measure. (2008) (0)
Wavelets in Our World (2014) (0)
Energy estimates for area minimizing hypersurfaces with arbitrary boundaries (2000) (0)
Carathéodory’s Construction and Lower-Dimensional Measures (2008) (0)
Results Motivated by Partial Differential Equations (1992) (0)
A JORDAN ARC IN Rm WITH POSITIVE m-DIMENSIONAL LEBESGUE MEASURE (1992) (0)
Variations and Generalizations (2003) (0)
Partial regularity of functions of least gradient in R 8 (2019) (0)
The Australian Journal of Mathematical Analysis and Applications (2009) (0)
Axx Functions of one variable 26 A 03 Foundations : limits and generalizations , elementary topology of the line (2003) (0)
Topics in Geometry (1992) (0)
Topics Related to Complex Analysis (1999) (0)
Symmetry by Marcus du Sautoy (2009) (0)

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Other Resources About Harold R. Parks

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What Schools Are Affiliated With Harold R. Parks?

Harold R. Parks is affiliated with the following schools:

Harold R. Parks's Academic­Influence.com Rankings