Joel Spruck | Mathematics | Johns Hopkins University
Joel Spruck is a J.J. Sylvester Professor in the Department of Mathematics at Johns Hopkins and works in the areas of elliptic partial differential equations and geometric analysis.
Joel Spruck - Mathematics
Joel Spruck. J. J. Sylvester Professor Department of Mathematics Johns Hopkins University Baltimore, MD 21218. Office: Krieger 408B Tel: (410) 516-5118 Fax: (410) 516-5549 e-mail: js@math.jhu.edu. Recent Papers. Convexity of 2-convex translating solitons... (with Liming Sun)
Joel Spruck Department of Mathematics Johns Hopkins University Baltimore, MD 21218 USA Telephone: (410) 516-5118 Education: 1967 Columbia University B.S. 1969 Stanford University M.S. 1971 Stanford University Ph.D. (Thesis Advisor: Robert Finn) "Infinite boundary value problems for surfaces of constant mean curvature." Professional Employment:
Joel Spruck - Mathematics
Joel Spruck. Department of Mathematics. Johns Hopkins University. Baltimore, MD 21218. js@math.jhu.edu. sinclair@math.jhu.edu. Math 113 Honors Calculus. Text: Calculus (Third edition) by Michael Spivak. Course Syllabus.
JOEL SPRUCK. University of Massachusetts. 1. Introduction. In this paper we study non-negative smooth solutions of the conformally invariant equation. in a punctured ball, B,(O) \ (0) c R“, n 2 3, with an isolated singularity at the origin.
Proof of life — HUB article about Joel Spruck’s proof of Cartan ...
Nov 11, 2019 · JHU mathematician Joel Spruck and a former student recently succeeded in proving the long-standing Cartan-Hadamard conjecture about the area of negatively curved spaces.
Proof of life | Hub
Nov 7, 2019 · Johns Hopkins mathematician Joel Spruck and a former student recently succeeded in proving a long-standing conjecture about the area of negatively curved spaces, such as flower petals or coral reefs, a yearslong endeavor full of unexpected hurdles and sleepless nights.
Joel Spruck - Scholars - Institute for Advanced Study
Joel Spruck Past Member. Joel Spruck. Affiliation Mathematics Dates at IAS Member. School of Mathematics. 9/1988 – 6/1989. Member. School of Mathematics. 1/1988 – 6/1988. Spring. Visitor. School of Mathematics. 9/1979 – 4/1980. Degrees Stanford University. Ph.D. 1971. Honors ...
Variational and Free Boundary Problems | SpringerLink
About this book. This IMA Volume in Mathematics and its Applications VARIATIONAL AND FREE BOUNDARY PROBLEMS is based on the proceedings of a workshop which was an integral part of the 1990- 91 IMA program on "Phase Transitions and Free Boundaries.
Proving a longstanding conjecture about the area of negatively …
Nov 8, 2019 · Johns Hopkins mathematician Joel Spruck and a colleague recently succeeded in proving a longstanding conjecture about the area of negatively curved spaces, such as flower petals or coral reefs, a...