Category: equation
THREE CLASSES OF NONLINEAR STOCHASTIC PARTIAL DIFFERENTIAL EQUATIONS - XIONG JIE
AUTHOR AFFILIATION : UNIV OF MACAU, CHINA & THE UNIV OF TENNESSEE, KNOXVILLE, USA PUB DATE : 6-Ma
View DetailsELEMENTS OF MATHEMATICAL THEORY OF EVOLUTIONARY EQUATIONS IN BANACH SPACES - SAMOILENKO ANATOLY M ET AL
AUTHOR AFFILIATION : NAT'L ACADEMY OF SCIENCE, UKRAINE PUB DATE : 3-May-13 ONLINE RELEASE DATE
View DetailsOBLIQUE DERIVATIVE PROBLEMS FOR ELLIPTIC EQUATIONS - LIEBERMAN GARY M
AUTHOR AFFILIATION : IOWA STATE UNIV, USA PUB DATE : 26-Mar-13 ONLINE RELEASE DATE : 12-Apr-13
View DetailsINTEGRAL EQUATIONS, BOUNDARY VALUE PROBLEMS AND RELATED PROBLEMS - LI XING
AUTHOR AFFILIATION : NINGXIA UNIV, CHINA PUB DATE : 7-Mar-13 ONLINE RELEASE DATE : 10-Jul-13
View DetailsEMERGING TOPICS ON DIFFERENTIAL EQUATIONS AND THEIR APPLICATIONS - PROCEEDINGS ON SINO-JAPAN CONFERENCE OF YOUNG MATHEMATICIANS - LONG YIMING ET AL
AUTHOR AFFILIATION : NANKAI UNIV, CHINA PUB DATE : 31-Dec-12 ONLINE RELEASE DATE : 15-Mar-13
View DetailsFUNCTIONAL EQUATIONS ON HYPERGROUPS - SZEKELYHIDI LASZLO
AUTHOR AFFILIATION : UNIV OF DEBRECEN, HUNGARY PUB DATE : 18-Sep-12 ONLINE RELEASE DATE : 26-S
View DetailsLANGEVIN EQUATION, THE: WITH APPLICATIONS TO STOCHASTIC PROBLEMS IN PHYSICS, CHEMISTRY AND ELECTRICAL ENGINEERING (3RD EDITION) - COFFEY WILLIAM T ET AL
AUTHOR AFFILIATION : TRINITY COLLEGE, IRELAND PUB DATE : 31-Jul-12 ONLINE RELEASE DATE : 2-May
View DetailsGLOBAL SOLUTION CURVES FOR SEMILINEAR ELLIPTIC EQUATIONS - KORMAN PHILIP
AUTHOR AFFILIATION : UNIV OF CINCINNATI, USA PUB DATE : 10-Feb-12 ONLINE RELEASE DATE : 2-Sep-
View DetailsGENERALIZED ORDINARY DIFFERENTIAL EQUATIONS: NOT ABSOLUTELY CONTINUOUS SOLUTIONS - KURZWEIL JAROSLAV
AUTHOR AFFILIATION : ACADEMY OF SCIENCE, CZECH REPUBLIC PUB DATE : 27-Jan-12 ONLINE RELEASE DA
View DetailsSUPERSYMMETRIC DIRAC EQUATION, THE: THE APPLICATION TO HYDROGENIC ATOMS - HIRSHFELD ALLEN
AUTHOR AFFILIATION : TECHNICAL UNIV OF DORTMUND, GERMANY PUB DATE : 10-Oct-11 ONLINE RELEASE D
View DetailsHARMONIC ANALYSIS METHOD FOR NONLINEAR EVOLUTION EQUATIONS, I - WANG BAOXIANG ET AL
AUTHOR AFFILIATION : PEKING UNIV, CHINA PUB DATE : 10-Aug-11 ONLINE RELEASE DATE : 3-Oct-11
View DetailsSOLVING THE SCHRODINGER EQUATION: HAS EVERYTHING BEEN TRIED? - POPELIER PAUL
AUTHOR AFFILIATION : UNIV OF MANCHESTER, UK PUB DATE : 25-Aug-11 ONLINE RELEASE DATE : 27-Sep-
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