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Results: 1-24 |
Results: 24
A GENERAL-APPROACH TO CRITICAL FUJITA EXPONENTS IN NONLINEAR PARABOLIC PROBLEMS
Authors: GALAKTIONOV VA LEVINE HA
Citation: Va. Galaktionov et Ha. Levine, A GENERAL-APPROACH TO CRITICAL FUJITA EXPONENTS IN NONLINEAR PARABOLIC PROBLEMS, Nonlinear analysis, 34(7), 1998, pp. 1005-1027
FOCUSING BLOW-UP FOR QUASI-LINEAR PARABOLIC EQUATIONS
Authors: BUDD CJ GALAKTIONOV VA CHEN JP
Citation: Cj. Budd et al., FOCUSING BLOW-UP FOR QUASI-LINEAR PARABOLIC EQUATIONS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 128, 1998, pp. 965-992
MAXIMAL SIGN-INVARIANTS OF QUASI-LINEAR PARABOLIC EQUATIONS WITH GRADIENT DIFFUSIVITY
Authors: GALAKTIONOV VA POSASHKOV SA
Citation: Va. Galaktionov et Sa. Posashkov, MAXIMAL SIGN-INVARIANTS OF QUASI-LINEAR PARABOLIC EQUATIONS WITH GRADIENT DIFFUSIVITY, Journal of mathematical physics, 39(9), 1998, pp. 4948-4964
INCOMPLETE BLOW-UP AND SINGULAR INTERFACES FOR QUASI-LINEAR HEAT-EQUATIONS
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, INCOMPLETE BLOW-UP AND SINGULAR INTERFACES FOR QUASI-LINEAR HEAT-EQUATIONS, Communications in partial differential equations, 22(9-10), 1997, pp. 1405-1452
EXTINCTION AND FOCUSING BEHAVIOR OF SPHERICAL AND ANNULAR FLAMES DESCRIBED BY A FREE-BOUNDARY PROBLEM
Authors: GALAKTIONOV VA HULSHOF J VAZQUEZ JL
Citation: Va. Galaktionov et al., EXTINCTION AND FOCUSING BEHAVIOR OF SPHERICAL AND ANNULAR FLAMES DESCRIBED BY A FREE-BOUNDARY PROBLEM, Journal de mathematiques pures et appliquees, 76(7), 1997, pp. 563-608
CONTINUATION OF BLOWUP SOLUTIONS OF NONLINEAR HEAT-EQUATIONS IN SEVERAL SPACE DIMENSIONS
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, CONTINUATION OF BLOWUP SOLUTIONS OF NONLINEAR HEAT-EQUATIONS IN SEVERAL SPACE DIMENSIONS, Communications on pure and applied mathematics, 50(1), 1997, pp. 1-67
ASYMPTOTIC-BEHAVIOR NEAR FINITE-TIME EXTINCTION FOR THE FAST DIFFUSION EQUATION
Authors: GALAKTIONOV VA PELETIER LA
Citation: Va. Galaktionov et La. Peletier, ASYMPTOTIC-BEHAVIOR NEAR FINITE-TIME EXTINCTION FOR THE FAST DIFFUSION EQUATION, Archive for Rational Mechanics and Analysis, 139(1), 1997, pp. 83-98
CRITICAL DIFFUSION EXPONENTS FOR SELF-SIMILAR BLOW-UP SOLUTIONS OF A QUASI-LINEAR PARABOLIC EQUATION WITH AN EXPONENTIAL SOURCE
Authors: BUDD CJ GALAKTIONOV VA
Citation: Cj. Budd et Va. Galaktionov, CRITICAL DIFFUSION EXPONENTS FOR SELF-SIMILAR BLOW-UP SOLUTIONS OF A QUASI-LINEAR PARABOLIC EQUATION WITH AN EXPONENTIAL SOURCE, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 126, 1996, pp. 413-441
ON THE BEHAVIOR OF BLOW-UP INTERFACES FOR AN INHOMOGENEOUS FILTRATIONEQUATION
Authors: GALAKTIONOV VA KING JR
Citation: Va. Galaktionov et Jr. King, ON THE BEHAVIOR OF BLOW-UP INTERFACES FOR AN INHOMOGENEOUS FILTRATIONEQUATION, IMA journal of applied mathematics, 57(1), 1996, pp. 53-77
NEW EXPLICIT SOLUTIONS OF QUASI-LINEAR HEAT-EQUATIONS WITH GENERAL FIRST-ORDER SIGN-INVARIANTS
Authors: GALAKTIONOV VA POSASHKOV SA
Citation: Va. Galaktionov et Sa. Posashkov, NEW EXPLICIT SOLUTIONS OF QUASI-LINEAR HEAT-EQUATIONS WITH GENERAL FIRST-ORDER SIGN-INVARIANTS, Physica. D, 99(2-3), 1996, pp. 217-236
BLOW-UP FOR QUASI-LINEAR HEAT-EQUATIONS DESCRIBED BY MEANS OF NONLINEAR HAMILTON-JACOBI EQUATIONS
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, BLOW-UP FOR QUASI-LINEAR HEAT-EQUATIONS DESCRIBED BY MEANS OF NONLINEAR HAMILTON-JACOBI EQUATIONS, Journal of differential equations, 127(1), 1996, pp. 1-40
ON CRITICAL FUJITA EXPONENTS FOR HEAT-EQUATIONS WITH NONLINEAR FLUX CONDITIONS ON THE BOUNDARY
Authors: GALAKTIONOV VA LEVINE HA
Citation: Va. Galaktionov et Ha. Levine, ON CRITICAL FUJITA EXPONENTS FOR HEAT-EQUATIONS WITH NONLINEAR FLUX CONDITIONS ON THE BOUNDARY, Israel Journal of Mathematics, 94, 1996, pp. 125-146
CONTINUATION AFTER BLOW-UP OF SOLUTIONS OF NONLINEAR HEART EQUATIONS
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, CONTINUATION AFTER BLOW-UP OF SOLUTIONS OF NONLINEAR HEART EQUATIONS, Comptes rendus de l'Academie des sciences. Serie 1, Mathematique, 321(5), 1995, pp. 569-574
ASYMPTOTIC CONVERGENCE TO DIPOLE SOLUTIONS IN NONLINEAR PARABOLIC EQUATIONS
Authors: GALAKTIONOV VA POSASHKOV SA VAZQUEZ JL
Citation: Va. Galaktionov et al., ASYMPTOTIC CONVERGENCE TO DIPOLE SOLUTIONS IN NONLINEAR PARABOLIC EQUATIONS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 125, 1995, pp. 877-900
INVARIANT SUBSPACES AND NEW EXPLICIT SOLUTIONS TO EVOLUTION-EQUATIONSWITH QUADRATIC NONLINEARITIES
Authors: GALAKTIONOV VA
Citation: Va. Galaktionov, INVARIANT SUBSPACES AND NEW EXPLICIT SOLUTIONS TO EVOLUTION-EQUATIONSWITH QUADRATIC NONLINEARITIES, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 125, 1995, pp. 225-246
ON ASYMPTOTIC SELF-SIMILAR BEHAVIOR FOR A QUASI-LINEAR HEAT-EQUATION - SINGLE-POINT BLOW-UP
Authors: GALAKTIONOV VA
Citation: Va. Galaktionov, ON ASYMPTOTIC SELF-SIMILAR BEHAVIOR FOR A QUASI-LINEAR HEAT-EQUATION - SINGLE-POINT BLOW-UP, SIAM journal on mathematical analysis, 26(3), 1995, pp. 675-693
GEOMETRICAL PROPERTIES OF THE SOLUTIONS OF ONE-DIMENSIONAL NONLINEAR PARABOLIC EQUATIONS
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, GEOMETRICAL PROPERTIES OF THE SOLUTIONS OF ONE-DIMENSIONAL NONLINEAR PARABOLIC EQUATIONS, Mathematische Annalen, 303(4), 1995, pp. 741-769
NECESSARY AND SUFFICIENT CONDITIONS FOR COMPLETE BLOW-UP AND EXTINCTION FOR ONE-DIMENSIONAL QUASI-LINEAR HEAT-EQUATIONS
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, NECESSARY AND SUFFICIENT CONDITIONS FOR COMPLETE BLOW-UP AND EXTINCTION FOR ONE-DIMENSIONAL QUASI-LINEAR HEAT-EQUATIONS, Archive for Rational Mechanics and Analysis, 129(3), 1995, pp. 225-244
ASYMPTOTICS OF BLOWUP FOR WEAKLY QUASI-LINEAR PARABOLIC PROBLEMS
Authors: BEBERNES J BRICHER S GALAKTIONOV VA
Citation: J. Bebernes et al., ASYMPTOTICS OF BLOWUP FOR WEAKLY QUASI-LINEAR PARABOLIC PROBLEMS, Nonlinear analysis, 23(4), 1994, pp. 489-514
QUASI-LINEAR HEAT-EQUATIONS WITH 1ST-ORDER SIGN-INVARIANTS AND NEW EXPLICIT SOLUTIONS
Authors: GALAKTIONOV VA
Citation: Va. Galaktionov, QUASI-LINEAR HEAT-EQUATIONS WITH 1ST-ORDER SIGN-INVARIANTS AND NEW EXPLICIT SOLUTIONS, Nonlinear analysis, 23(12), 1994, pp. 1595-1621
EXTINCTION FOR A QUASI-LINEAR HEAT-EQUATION WITH ABSORPTION .1. TECHNIQUE OF INTERSECTION COMPARISON
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, EXTINCTION FOR A QUASI-LINEAR HEAT-EQUATION WITH ABSORPTION .1. TECHNIQUE OF INTERSECTION COMPARISON, Communications in partial differential equations, 19(7-8), 1994, pp. 1075-1106
EXTINCTION FOR A QUASI-LINEAR HEAT-EQUATION WITH ABSORPTION .2. A DYNAMICAL-SYSTEMS APPROACH
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, EXTINCTION FOR A QUASI-LINEAR HEAT-EQUATION WITH ABSORPTION .2. A DYNAMICAL-SYSTEMS APPROACH, Communications in partial differential equations, 19(7-8), 1994, pp. 1107-1137
BLOW-UP FOR QUASI-LINEAR HEAT-EQUATIONS WITH CRITICAL FUJITAS EXPONENTS
Authors: GALAKTIONOV VA
Citation: Va. Galaktionov, BLOW-UP FOR QUASI-LINEAR HEAT-EQUATIONS WITH CRITICAL FUJITAS EXPONENTS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 124, 1994, pp. 517-525
REGIONAL BLOW-UP IN A SEMILINEAR HEAT-EQUATION WITH CONVERGENCE TO A HAMILTON-JACOBI EQUATION
Authors: GALAKTIONOV VA VAZQUEZ JL
Citation: Va. Galaktionov et Jl. Vazquez, REGIONAL BLOW-UP IN A SEMILINEAR HEAT-EQUATION WITH CONVERGENCE TO A HAMILTON-JACOBI EQUATION, SIAM journal on mathematical analysis, 24(5), 1993, pp. 1254-1276
Risultati: 1-24 |