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Category: equation

equation Oct 16

CROWDS IN EQUATIONS: AN INTRODUCTION TO THE MICROSCOPIC MODELING OF CROWDS - MAURY BERTRAND ET AL

AUTHOR AFFILIATION : UNIV PARIS SUD, FRANCE PUB DATE : 11-Jul-18 ONLINE RELEASE DATE : 18-Jul-

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equation Oct 16

LANGEVIN AND FOKKER-PLANCK EQUATIONS AND THEIR GENERALIZATIONS: DESCRIPTIONS AND SOLUTIONS - KWOK SAU FA

AUTHOR AFFILIATION : STATE UNIV OF MARINGA, BRAZIL PUB DATE : 7-Mar-18 ONLINE RELEASE DATE : 1

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equation Oct 16

LECTURES, PROBLEMS AND SOLUTIONS FOR ORDINARY DIFFERENTIAL EQUATIONS (SECOND EDITION) - DENG YUEFAN

AUTHOR AFFILIATION : STONY BROOK UNIV, USA PUB DATE : 11-Aug-17 ONLINE RELEASE DATE : 7-Aug-17

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equation Oct 16

LOCAL AND GLOBAL ASPECTS OF QUASILINEAR DEGENERATE ELLIPTIC EQUATIONS: QUASILINEAR ELLIPTIC SINGULAR PROBLEMS - VERON LAURENT

AUTHOR AFFILIATION : UNIV FRANCOIS RABELAIS - TOURS, FRANCE PUB DATE : 5-May-17 ONLINE RELEASE

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equation Oct 16

BASIC THEORY OF FRACTIONAL DIFFERENTIAL EQUATIONS (SECOND EDITION) - ZHOU YONG

AUTHOR AFFILIATION : XIANGTAN UNIV, CHINA PUB DATE : 20-Oct-16 ONLINE RELEASE DATE : 13-Oct-16

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equation Oct 16

ASYMPTOTIC ISSUES FOR SOME PARTIAL DIFFERENTIAL EQUATIONS - CHIPOT MICHEL MARIE

AUTHOR AFFILIATION : UNIV OF ZURICH, SWITZERLAND PUB DATE : 14-Jun-16 ONLINE RELEASE DATE : 8-

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equation Oct 16

SOLUTIONS OF NONLINEAR DIFFERENTIAL EQUATIONS: EXISTENCE RESULTS VIA THE VARIATIONAL APPROACH - LI LIN & SONG SHU-ZHI

AUTHOR AFFILIATION : CHONGQING TECHNOLOGY & BUSINESS UNIV, CHINA PUB DATE : 15-Apr-16 ONLINE R

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equation Oct 16

THERMODYNAMICS AND EQUATIONS OF STATE FOR MATTER: FROM IDEAL GAS TO QUARK-GLUON PLASMA - FORTOV VLADIMIR

AUTHOR AFFILIATION : RUSSIAN ACADEMY OF SCIENCES, RUSSIA PUB DATE : 24-Mar-16 ONLINE RELEASE D

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equation Oct 16

NUMERICAL DIFFERENTIAL EQUATIONS: THEORY AND TECHNIQUE, ODE METHODS, FINITE DIFFERENCES, FINITE ELEMENTS AND COLLOCATION - LOUSTAU JOHN

AUTHOR AFFILIATION : THE CITY UNIV OF NEW YORK, USA PUB DATE : 7-Mar-16 ONLINE RELEASE DATE :

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equation Oct 16

SUPERCONDUCTIVITY: A NEW APPROACH BASED ON THE BETHE-SALPETER EQUATION IN THE MEAN-FIELD APPROXIMATION - MALIK G P

AUTHOR AFFILIATION : JAWAHARLAL NEHRU UNIV, INDIA PUB DATE : 29-Feb-16 ONLINE RELEASE DATE : 2

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