Howard, Ralph - Department of Mathematics, University of South Carolina

• Mathematics Related to Spinning Tops Aseem Raval
• On fine di#erentiability properties of horizons and applications to Riemannian geometry
• A RIGIDITY THEOREM FOR CONVEX SURFACES RALPH HOWARD
• ON THE SIZE OF APPROXIMATELY CONVEX SETS IN NORMED SPACES
• THE KINEMATIC FORMULA IN RIEMANNIAN HOMOGENEOUS SPACES
• THE GEOMETRY OF SHADOW BOUNDARIES ON SURFACES IN SPACE
• THE SHARP SOBOLEV INEQUALITY AND THE BANCHOFFPOHL INEQUALITY ON SURFACES
• Analysis on Homogeneous Spaces Class Notes Spring 1994
• ESTIMATES ON THE CONCENTRATION FUNCTION OF SETS IN R d
• RIEMANNIAN MANIFOLDS WITHOUT CONJUGATE POINTS: A LECTURE ON A THEOREM OF HOPF AND
• THE MILNOR-ROGERS PROOF OF THE BROUWER FIXED POINT THEOREM
• THE JOHN ELLIPSOID THEOREM RALPH HOWARD
• Chapter 1. Introduction 5 Chapter 2. Basics about Lie Groups and Homogeneous Spaces 7
• Gunther's Method and the Local Version of the Nash Isometric Embedding Theorem
• ALEXANDROV'S THEOREM ON THE SECOND DERIVATIVES OF CONVEX FUNCTIONS
• BOUNDARY AND LENS RIGIDITY OF LORENTZIAN LARS ANDERSSON, MATTIAS DAHL, AND RALPH HOWARD
• SOLUTIONS NEAR SINGULAR POINTS TO THE EIKONAL AND RELATED FIRST ORDER NON-LINEAR PARTIAL
• A QUESTION WHOSE ANSWER IS 42. RALPH HOWARD
• KUIPER'S THEOREM ON CONFORMALLY FLAT RALPH HOWARD
• A RIGIDITY THEOREM FOR CONVEX SURFACES RALPH HOWARD
• SMOOTH CONVEX BODIES WITH PROPORTIONAL PROJECTION RALPH HOWARD AND DANIEL HUG
• NAKAJIMA'S PROBLEM: CONVEX BODIES OF CONSTANT WIDTH AND CONSTANT BRIGHTNESS
• EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND THE BEST CONSTANTS IN A THEOREM OF
• THE MILNORROGERS PROOF OF THE BROUWER FIXED POINT THEOREM
• Analysis on Finite Gel # fand Spaces Michael S. Venn
• MOHAMMAD GHOMI'S SOLUTION TO THE ILLUMINATION PROBLEM
• ESTIMATES ON THE GRAPHING RADIUS OF SUBMANIFOLDS AND THE INRADIUS OF DOMAINS
• COMPARISON AND RIGIDITY THEOREMS IN SEMI-RIEMANNIAN GEOMETRY
• CIRCLES MINIMIZE MOST KNOT ENERGIES AARON ABRAMS, JASON CANTARELLA 1 , JOSEPH H. G. FU 2 , MOHAMMAD GHOMI, AND RALPH
• GENERIC CUT LOCI ARE DENSE RALPH HOWARD
• CONVEX BODIES OF CONSTANT WIDTH AND CONSTANT RALPH HOWARD
• THE SHARP SOBOLEV INEQUALITY AND THE BANCHOFFPOHL INEQUALITY ON SURFACES
• Regularity of Horizons and The Area Theorem Piotr T. Chru sciel Erwann Delay y
• NAKAJIMA'S PROBLEM: CONVEX BODIES OF CONSTANT WIDTH AND CONSTANT BRIGHTNESS
• CHARACTERIZATION OF TANTRIX CURVES RALPH HOWARD
• SMOOTH CONVEX BODIES WITH PROPORTIONAL PROJECTION RALPH HOWARD AND DANIEL HUG
• Analysis on Homogeneous Spaces Class Notes Spring 1994
• ESTIMATES ON THE GRAPHING RADIUS OF SUBMANIFOLDS AND THE INRADIUS OF DOMAINS
• Determining Starlike Bodies By Their Curvature Integrals Anamaria Rusu
• CHARACTERIZATION OF EIGENFUNCTIONS BY BOUNDEDNESS CONDITIONS
• KUIPER'S THEOREM ON CONFORMALLY FLAT RALPH HOWARD
• A GENERAL THEORY OF ALMOST CONVEX S. J. DILWORTH, RALPH HOWARD, AND JAMES W. ROBERTS
• BLASCHKE'S ROLLING THEOREM FOR MANIFOLDS WITH BOUNDARY
• A Reverse Isoperimetric Inequality, Stability and Extremal Theorems for
• THE INVERSE FUNCTION THEOREM FOR LIPSCHITZ MAPS
• NORMS OF POSITIVE OPERATORS ON L p SPACES Ralph Howard*
• THE GRONWALL INEQUALITY RALPH HOWARD
• SOLUTIONS NEAR SINGULAR POINTS TO THE EIKONAL AND RELATED FIRST ORDER NON-LINEAR PARTIAL
• Advances in Mathematics 204 (2006) 241261 www.elsevier.com/locate/aim
• THE LOEWNER-PU INEQUALITY, ISOSYSTOLIC ESTIMATES, AND QUASI-CONFORMAL GEOMETRY
• THE COSMOLOGICAL TIME FUNCTION LARS ANDERSSON # , GREGORY J. GALLOWAY, AND RALPH HOWARD +
• Towards a Katona type proof for the 2intersecting ErdosKoRado theorem #
• CHARACTERIZATION OF EIGENFUNCTIONS BY BOUNDEDNESS CONDITIONS
• Chapter 1. Introduction 5 Chapter 2. Basics about Lie Groups and Homogeneous Spaces 7
• THE KINEMATIC FORMULA IN RIEMANNIAN HOMOGENEOUS SPACES
• Ralph Elwood Howard Department of Mathematics
• EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND THE BEST CONSTANTS IN A THEOREM OF
• MOHAMMAD GHOMI'S SOLUTION TO THE ILLUMINATION PROBLEM
• THE INVERSE FUNCTION THEOREM FOR LIPSCHITZ MAPS
• Towards a Katona type proof for the 2-intersecting Erd"os-Ko-Rado theorem
• THE MILNOR-ROGERS PROOF OF THE BROUWER FIXED POINT THEOREM
• AMS Special Session on Geometry of Curves and Surfaces / Twelfth Annual Southeast Geometry Conference,
• NAKAJIMA'S PROBLEM: CONVEX BODIES OF CONSTANT WIDTH AND CONSTANT BRIGHTNESS
• Mathematics Related to Spinning Tops Aseem Raval
• ALEXANDROV'S THEOREM ON THE SECOND DERIVATIVES OF CONVEX FUNCTIONS
• ON THE SIZE OF APPROXIMATELY CONVEX SETS IN NORMED SPACES
• CHARACTERIZATION OF EIGENFUNCTIONS BY BOUNDEDNESS CONDITIONS
• On fine differentiability properties of horizons and applications to Riemannian geometry
• ESTIMATES ON THE CONCENTRATION FUNCTION OF SETS IN Rd
• 0 Analysis on Finite Gel fand Spaces
• EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND THE BEST CONSTANTS IN A THEOREM OF
• A RIGIDITY THEOREM FOR CONVEX SURFACES RALPH HOWARD
• Ralph Elwood Howard Department of Mathematics Date/Place of Birth
• PROCESSES OF FLATS INDUCED BY HIGHER DIMENSIONAL PROCESSES III
• BOUNDARY AND LENS RIGIDITY OF LORENTZIAN SURFACES
• SMOOTH CONVEX BODIES WITH PROPORTIONAL PROJECTION FUNCTIONS
• THE SHARP SOBOLEV INEQUALITY AND THE BANCHOFF-POHL INEQUALITY ON SURFACES
• FUBINI'S THEOREM ON THE TERMWISE DIFFERENTIABILITY OF SERIES WITH MONOTONE
• NOTES ON EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND ESTIMATING THE SIZE OF CONVEX
• THE INVERSE FUNCTION THEOREM FOR LIPSCHITZ MAPS
• CONVEX BODIES OF CONSTANT WIDTH AND CONSTANT RALPH HOWARD
• CIRCLES MINIMIZE MOST KNOT ENERGIES AARON ABRAMS, JASON CANTARELLA1
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• CONSTRUCTING COMPLETE PROJECTIVELY FLAT CONNECTIONS
• ON THE SIZE OF APPROXIMATELY CONVEX SETS IN NORMED SPACES
• EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND ESTIMATING THE SIZE OF CONVEX HULLS
• A STRONG MAXIMUM PRINCIPLE FOR WEAK SOLUTIONS OF QUASI-LINEAR ELLIPTIC EQUATIONS
• THE COSMOLOGICAL TIME FUNCTION LARS ANDERSSON
• COMPARISON AND RIGIDITY THEOREMS IN SEMI-RIEMANNIAN GEOMETRY
• BOUNDARY AND LENS RIGIDITY OF LORENTZIAN LARS ANDERSSON, MATTIAS DAHL, AND RALPH HOWARD
• A QUESTION WHOSE ANSWER IS 42. RALPH HOWARD
• GENERIC CUT LOCI ARE DENSE RALPH HOWARD
• FUBINI'S THEOREM ON THE TERMWISE DIFFERENTIABILITY OF SERIES WITH MONOTONE
• ALEXANDROV'S THEOREM ON THE SECOND DERIVATIVES OF CONVEX FUNCTIONS
• THE JOHN ELLIPSOID THEOREM RALPH HOWARD
• ESTIMATES ON THE CONCENTRATION FUNCTION OF SETS IN Rd
• THE GRONWALL INEQUALITY RALPH HOWARD
• THE SHARP SOBOLEV INEQUALITY AND THE BANCHOFF-POHL INEQUALITY ON SURFACES
• Mathematics Related to Spinning Tops Aseem Raval
• AMS Special Session on Geometry of Curves and Surfaces / Twelfth Annual Southeast Geometry Conference,
• Southeast Geometry Conference Friday-Saturday, March 11-12, 2005.
• Analysis on Finite Gel fand Spaces Michael S. Venn
• NORMS OF POSITIVE OPERATORS ON Lp Ralph Howard*
• CHARACTERIZATION OF TANTRIX CURVES RALPH HOWARD
• Gunther's Method and the Local Version of the Nash Isometric Embedding Theorem
• EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND ESTIMATING THE SIZE OF CONVEX HULLS
• PROCESSES OF FLATS INDUCED BY HIGHER DIMENSIONAL PROCESSES III
• BLASCHKE'S ROLLING THEOREM FOR MANIFOLDS WITH BOUNDARY
• ESTIMATES ON THE GRAPHING RADIUS OF SUBMANIFOLDS AND THE INRADIUS OF DOMAINS
• KUIPER'S THEOREM ON CONFORMALLY FLAT MANIFOLDS
• A STRONG MAXIMUM PRINCIPLE FOR WEAK SOLUTIONS OF QUASI-LINEAR ELLIPTIC EQUATIONS
• MOHAMMAD GHOMI'S SOLUTION TO THE ILLUMINATION PROBLEM
• THE KINEMATIC FORMULA IN RIEMANNIAN HOMOGENEOUS SPACES
• COMPARISON AND RIGIDITY THEOREMS IN SEMI-RIEMANNIAN GEOMETRY
• Analysis on Homogeneous Spaces Class Notes Spring 1994
• A Reverse Isoperimetric Inequality, Stability and Extremal Theorems for
• THE SHARP SOBOLEV INEQUALITY AND THE BANCHOFF-POHL INEQUALITY ON SURFACES
• FUBINI'S THEOREM ON THE TERMWISE DIFFERENTIABILITY OF SERIES WITH MONOTONE
• THE LOEWNER-PU INEQUALITY, ISOSYSTOLIC ESTIMATES, AND QUASI-CONFORMAL GEOMETRY
• NOTES ON EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND ESTIMATING THE SIZE OF CONVEX
• BLASCHKE'S ROLLING THEOREM FOR MANIFOLDS WITH BOUNDARY
• RIEMANNIAN MANIFOLDS WITHOUT CONJUGATE POINTS: A LECTURE ON A THEOREM OF HOPF AND
• NORMS OF POSITIVE OPERATORS ON Lp-SPACES Ralph Howard*
• Notes on G"unther's Method and the Local Version of the
• RIEMANNIAN MANIFOLDS WITHOUT CONJUGATE POINTS: A LECTURE ON A THEOREM OF HOPF AND
• Towards a Katona type proof for the 2-intersecting Erdos-Ko-Rado theorem
• A Reverse Isoperimetric Inequality, Stability and Extremal Theorems for
• A GENERAL THEORY OF ALMOST CONVEX S. J. DILWORTH, RALPH HOWARD, AND JAMES W. ROBERTS
• A STRONG MAXIMUM PRINCIPLE FOR WEAK SOLUTIONS OF QUASILINEAR ELLIPTIC EQUATIONS
• THE GEOMETRY OF SHADOW BOUNDARIES ON SURFACES IN SPACE
• CONSTRUCTING COMPLETE PROJECTIVELY FLAT CONNECTIONS
• PROCESSES OF FLATS INDUCED BY HIGHER DIMENSIONAL PROCESSES III
• Determining Starlike Bodies By Their Curvature Integrals Anamaria Rusu
• Regularity of Horizons and The Area Theorem Piotr T. Chru'sciel* Erwann Delayy
• GENERIC CUT LOCI ARE DENSE RALPH HOWARD
• THE GRONWALL INEQUALITY RALPH HOWARD
• THE GEOMETRY OF SHADOW BOUNDARIES ON SURFACES IN SPACE
• A QUESTION WHOSE ANSWER IS 42. RALPH HOWARD
• Abstract Determining Starlike Bodies By Their Curvature Integrals
• EXTREMAL APPROXIMATELY CONVEX FUNCTIONS AND ESTIMATING THE SIZE OF CONVEX HULLS
• CIRCLES MINIMIZE MOST KNOT ENERGIES AARON ABRAMS, JASON CANTARELLA1, JOSEPH H. G. FU2, MOHAMMAD GHOMI, AND RALPH
• CHARACTERIZATION OF TANTRIX CURVES RALPH HOWARD
• A GENERAL THEORY OF ALMOST CONVEX FUNCTIONS.
• THE COSMOLOGICAL TIME FUNCTION LARS ANDERSSON*, GREGORY J. GALLOWAY, AND RALPH HOWARDy
• SOLUTIONS NEAR SINGULAR POINTS TO THE EIKONAL AND RELATED FIRST ORDER NON-LINEAR PARTIAL
• CONSTRUCTING COMPLETE PROJECTIVELY FLAT CONNECTIONS
• THE JOHN ELLIPSOID THEOREM RALPH HOWARD
• CONVEX BODIES OF CONSTANT WIDTH AND CONSTANT BRIGHTNESS
• THE SHARP SOBOLEV INEQUALITY AND THE BANCHOFF-POHL INEQUALITY ON SURFACES
• TANGENT CONES AND REGULARITY OF REAL HYPERSURFACES
• NORMAL CURVATURES OF ASYMPTOTICALLY CONSTANT GRAPHS AND CARATHEODORY'S CONJECTURE