海量图书期刊资源,随时随地畅享阅读乐趣
The Dirichlet Problem for Harmonic FunctionsNetuka, Ivan · The American Mathematical Monthly · 1980
Harmonic Functions and the Dirichlet Problem for Revival Markov ProcessesKyle Siegrist · The Annals of Probability · 1983
The Dirichlet problem for(p)-harmonic functions on the topologist’s combBjörn, Anders · Mathematische Zeitschrift · 2015
The dirichlet problem in weighted spaces and some uniqueness theorems for harmonic functionsG. M. Airapetyan · 2011
The Dirichlet problem for p-harmonic functions on metric spacesBjörn, Anders; Björn, Jana; Shanmugalingam, Nageswari · Journal für die reine und angewandte Mathematik (Crelles Journal) · 2003
The Dirichlet problem for $p$-harmonic functions with respect to arbitrary compactificationsBjörn, Anders; Björn, Jana; Sjödin, Tomas · Revista Matemática Iberoamericana · 2018
The Dirichlet Problem for the Slab with Entire Data and a Difference Equation for Harmonic FunctionsKhavinson, Dmitry; Lundberg, Erik; Render, Hermann · 2017
Convexity properties of harmonic measuresWolfhard Hansen; Ivan Netuka · Advances in Mathematics · 2008
Exposed sets in potential theoryJaroslav Lukeš; Tomáš Mocek; Ivan Netuka · 2006
Extreme harmonic functions on a ballJaroslav Lukes̆; Ivan Netuka · 2004
Successive averages and harmonic functionsW. Hansen; Ivan Netuka · 1997
On the Picard principle for ΔWolfhard Hansen; Ivan Netuka · 2012
Jensen Measures in Potential TheoryWolfhard Hansen, Ivan Netuka · 2012
Champagne subdomains with unavoidable bubblesHansen, Wolfhard; Netuka, Ivan · Advances in Mathematics · 2013
On the existence of Evans potentialsHansen, Wolfhard; Netuka, Ivan · Mathematische Annalen · 2013
Front MatterThe American Mathematical Monthly · 2011
Front MatterThe American Mathematical Monthly · 2012
The Mathematics of DoodlingRavi Vakil · The American Mathematical Monthly · 2011
What Does the Spectral Theorem Say?P. R. Halmos · The American Mathematical Monthly · 1963
Hilbert's Tenth Problem is UnsolvableMartin Davis · The American Mathematical Monthly · 1973
The Transcendence of πIvan Niven · The American Mathematical Monthly · 1939
The D'Alembert Functional EquationF. J. Papp · The American Mathematical Monthly · 1985
Most Monotone Functions are SingularTudor Zamfirescu · The American Mathematical Monthly · 1981