Bertsch M et al. Positivity versus localization in degenerate diffusion equations. (1985) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 9 9 987-1008, 1788521
Journal Article/Article (Journal Article)/Scientific[1788521]
  1. Novruzov Emil et al. On Long-Time Dynamics of the Solution of Doubly Nonlinear Equation. (2016) QUALITATIVE THEORY OF DYNAMICAL SYSTEMS 1575-5460 1662-3592 15 1 127-155
    Journal Article/Article (Journal Article)/Scientific[26006105] [Approved]
    Független, Idéző: 26006105, Kapcsolat: 26006105
  2. Droniou Jerome et al. Convergence in C([0, T]; L-2(Omega)) of weak solutions to perturbed doubly degenerate parabolic equations. (2016) JOURNAL OF DIFFERENTIAL EQUATIONS 0022-0396 1090-2732 260 11 7821-7860
    Journal Article/Article (Journal Article)/Scientific[26006104] [Approved]
    Független, Idéző: 26006104, Kapcsolat: 26006104
  3. Wang Y et al. The interfaces of an inhomogeneous non-Newtonian polytropic filtration equation with convection. (2015) IMA JOURNAL OF APPLIED MATHEMATICS 0272-4960 80 2 354-375
    Journal Article/Article (Journal Article)/Scientific[25497394] [Approved]
    Független, Idéző: 25497394, Kapcsolat: 25497036
  4. Novruzov E. Blow-up phenomena for polytropic equation with inhomogeneous density and source. (2015) JOURNAL OF MATHEMATICAL PHYSICS 0022-2488 1089-7658 56 4
    Journal Article/Article (Journal Article)/Scientific[25497396] [Approved]
    Független, Idéző: 25497396, Kapcsolat: 25497037
  5. Jin Chunhua et al. Propagation profile of support for evolution p-Laplacian with convection in half space. (2014) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 416 2 710-723
    Journal Article/Article (Journal Article)/Scientific[25746542] [Approved]
    Független, Idéző: 25746542, Kapcsolat: 25742366
  6. Sakaguchi Shigeru. INTERACTION BETWEEN FAST DIFFUSION AND GEOMETRY OF DOMAIN. (2014) KODAI MATHEMATICAL JOURNAL 0386-5991 37 3 680-701
    Journal Article/Article (Journal Article)/Scientific[25742365] [Approved]
    Független, Idéző: 25742365, Kapcsolat: 25742365
  7. Sakaguchi S. Interaction between fast diffusion and geometry of domain. (2014)
    Miscellaneous/Scientific[25497038] [Approved]
    Független, Idéző: 25497038, Kapcsolat: 25497038
  8. Zheng P et al. Complete blow-up and estimate on the localization for a quasilinear parabolic equation with nonlinear source. (2014) ANALYSIS AND APPLICATIONS 0219-5305 1793-6861 12 2 209-225
    Journal Article/Article (Journal Article)/Scientific[25497039] [Approved]
    Független, Idéző: 25497039, Kapcsolat: 25497039
  9. Igarashi T. Life span of solutions for a quasilinear parabolic equation with initial data having positive limit inferior at infinity. (2013) PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES 0386-2194 89 5 63-67
    Journal Article/Article (Journal Article)/Scientific[25497040] [Approved]
    Független, Idéző: 25497040, Kapcsolat: 25497040
  10. Laister R. Convergence to equilibrium in degenerate parabolic equations with delay. (2013) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 81 200-210
    Journal Article/Article (Journal Article)/Scientific[25742367] [Approved]
    Független, Idéző: 25742367, Kapcsolat: 25742367
  11. Mu C et al. Localization of solutions to a doubly degenerate parabolic equation with a strongly nonlinear source. (2012) COMMUNICATIONS IN CONTEMPORARY MATHEMATICS 0219-1997 1793-6683 14 3
    Journal Article/Article (Journal Article)/Scientific[25497041] [Approved]
    Független, Idéző: 25497041, Kapcsolat: 25497041
  12. Alfaro M et al. Interface dynamics of the porous medium equation with a bistable reaction term. (2012) ASYMPTOTIC ANALYSIS 0921-7134 76 1 35-48
    Journal Article/Article (Journal Article)/Scientific[25497530] [Approved]
    Független, Idéző: 25497530, Kapcsolat: 25497042
  13. Magnanini R et al. Interaction between nonlinear diffusion and geometry of domain. (2012) JOURNAL OF DIFFERENTIAL EQUATIONS 0022-0396 1090-2732 252 1 236-257
    Journal Article/Article (Journal Article)/Scientific[25497043] [Approved]
    Független, Idéző: 25497043, Kapcsolat: 25497043
  14. Matano H et al. Dynamical Structure of Some Nonlinear Degenerate Diffusion Equations. (2012) JOURNAL OF DYNAMICS AND DIFFERENTIAL EQUATIONS 1040-7294 24 2 129-149
    Journal Article/Article (Journal Article)/Scientific[25497044] [Approved]
    Független, Idéző: 25497044, Kapcsolat: 25497044
  15. Suzuki R et al. Blow-up of solutions of a quasilinear parabolic equation. (2012) PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS 0308-2105 1473-7124 142 2 425-448
    Journal Article/Article (Journal Article)/Scientific[25497045] [Approved]
    Független, Idéző: 25497045, Kapcsolat: 25497045
  16. Yin Jingxue et al. COMPLEXITY OF ASYMPTOTIC BEHAVIOR OF SOLUTIONS FOR THE POROUS MEDIUM EQUATION WITH ABSORPTION. (2010) ACTA MATHEMATICA SCIENTIA 0252-9602 30 6 1865-1880
    Journal Article/Article (Journal Article)/Scientific[25742368] [Approved]
    Független, Idéző: 25742368, Kapcsolat: 25742368
  17. Jingxue Y. Complexity of asymptotic behavior of solutions for the porous medium equation with absorption. (2010)
    Miscellaneous/Scientific[25497046] [Approved]
    Független, Idéző: 25497046, Kapcsolat: 25497046
  18. Novruzov E. On blow-up of solution of nonhomogeneous polytropic equation with source. (2009) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 71 9 3992-3998
    Journal Article/Article (Journal Article)/Scientific[25497402] [Approved]
    Független, Idéző: 25497402, Kapcsolat: 25497047
  19. Mu C et al. Support properties of solution to degenerate equation with variable coefficient and absorption. (2008)
    Miscellaneous/Scientific[25497404] [Approved]
    Független, Idéző: 25497404, Kapcsolat: 25497049
  20. Xiang Z et al. Support properties of solutions to a degenerate equation with absorption and variable density. (2008)
    Miscellaneous/Scientific[25497403] [Approved]
    Független, Idéző: 25497403, Kapcsolat: 25497048
  21. Seki Y. On directional blow-up for quasilinear parabolic equations with fast diffusion. (2008)
    Miscellaneous/Scientific[25497050] [Approved]
    Független, Idéző: 25497050, Kapcsolat: 25497050
  22. Degtyarev SP. Instantaneous support shrinking phenomenon in the case of fast diffusion for a doubly nonlinear parabolic equation with absorption. (2008)
    Miscellaneous/Scientific[25497362] [Approved]
    Független, Idéző: 25497362, Kapcsolat: 25497051
  23. Degtyarev SP. Conditions for instantaneous support shrinking and sharp estimates for the support of the solution of the Cauchy problem for a doubly non-linear parabolic equation with absorption. (2008)
    Miscellaneous/Scientific[25497052] [Approved]
    Független, Idéző: 25497052, Kapcsolat: 25497052
  24. Seki Y. Blow-up directions for quasilinear parabolic equations. (2008)
    Miscellaneous/Scientific[25497053] [Approved]
    Független, Idéző: 25497053, Kapcsolat: 25497053
  25. Seki Yukihiro et al. Blow-up directions for quasilinear parabolic equations. (2008) PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS 0308-2105 1473-7124 138 379-405
    Journal Article/Article (Journal Article)/Scientific[25742369] [Approved]
    Független, Idéző: 25742369, Kapcsolat: 25742369
  26. Cherniha R. Lie symmetries and conservation laws of non-linear multidimensional reaction-diffusion systems with variable diffusivities. (2006)
    Miscellaneous/Scientific[25497054] [Approved]
    Független, Idéző: 25497054, Kapcsolat: 25497054
  27. Degtyarev SP. Influence of the inhomogeneity of porous media on the instantaneous compactification of the support of solution of the filtration problem. (2006)
    Miscellaneous/Scientific[25497055] [Approved]
    Független, Idéző: 25497055, Kapcsolat: 25497055
  28. Fukuda Isamu et al. QUASILINEAR PARABOLIC EQUATIONS WITH LOCALIZED REACTION. (2005) ADVANCES IN DIFFERENTIAL EQUATIONS 1079-9389 10 4 399-444
    Journal Article/Article (Journal Article)/Scientific[25742370] [Approved]
    Független, Idéző: 25742370, Kapcsolat: 25742370
  29. Fukuda I. Quasilinear parabolic equations with localized reaction. (2005)
    Miscellaneous/Scientific[25497056] [Approved]
    Független, Idéző: 25497056, Kapcsolat: 25497056
  30. Kamin S. Emergence of waves in a nonlinear convection-reaction-diffusion equation. (2004)
    Miscellaneous/Scientific[25497058] [Approved]
    Független, Idéző: 25497058, Kapcsolat: 25497058
  31. Kamin S et al. Emergence of waves in a nonlinear convection-reaction-diffusion equation. (2004) ADVANCED NONLINEAR STUDIES 1536-1365 4 3 251-272
    Journal Article/Article (Journal Article)/Scientific[25742371] [Approved]
    Független, Idéző: 25742371, Kapcsolat: 25742371
  32. Kamin S. Convergence to the travelling wave solution for a nonlinear reaction-diffusion equation. (2004)
    Miscellaneous/Scientific[25497060] [Approved]
    Független, Idéző: 25497060, Kapcsolat: 25497060
  33. Gokieli M et al. Convergence to equilibrium for a parabolic problem with mixed boundary conditions in one space dimension. (2003)
    Miscellaneous/Scientific[25497291] [Approved]
    Független, Idéző: 25497291, Kapcsolat: 25497061
  34. Suzuki R. Asymptotic behavior of solutions of quasilinear parabolic equations with supercritical nonlinearity. (2003)
    Miscellaneous/Scientific[25497062] [Approved]
    Független, Idéző: 25497062, Kapcsolat: 25497062
  35. Suzuki R. Existence and nonexistence of global solutions of quasilinear parabolic equations. (2002)
    Miscellaneous/Scientific[25497064] [Approved]
    Független, Idéző: 25497064, Kapcsolat: 25497064
  36. Suzuki R. Existence and nonexistence of global solutions of quasilinear parabolic equations. (2002) JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 0025-5645 54 4 747-792
    Journal Article/Article (Journal Article)/Scientific[25742372] [Approved]
    Független, Idéző: 25742372, Kapcsolat: 25742372
  37. Nakaki T et al. A finite difference scheme for some nonlinear diffusion equations in an absorbing medium: Support splitting phenomena. (2002)
    Miscellaneous/Scientific[25497292] [Approved]
    Független, Idéző: 25497292, Kapcsolat: 25497065
  38. Winkler M. On the Cauchy problem for a degenerate parabolic equation. (2001)
    Miscellaneous/Scientific[25497066] [Approved]
    Független, Idéző: 25497066, Kapcsolat: 25497066
  39. Winkler M. On the cauchy problem for a degenerate parabolic equation. (2001) ZEITSCHRIFT FÜR ANALYSIS UND IHRE ANWENDUNGEN 0232-2064 1661-4534 20 3 677-690
    Journal Article/Article (Journal Article)/Scientific[25742373] [Approved]
    Független, Idéző: 25742373, Kapcsolat: 25742373
  40. Van Duijn et al. Asymptotic results for injection of reactive solutes from a three-dimensional well. (2001)
    Miscellaneous/Scientific[25497067] [Approved]
    Független, Idéző: 25497067, Kapcsolat: 25497067
  41. Mukai K. Large time behavior and life span for a quasilinear parabolic equation with slowly decaying initial values. (2000)
    Miscellaneous/Scientific[25497069] [Approved]
    Független, Idéző: 25497069, Kapcsolat: 25497069
  42. Philip JR. Instantaneous point source solutions in nonlinear diffusion with nonlinear loss or gain. (2000)
    Miscellaneous/Scientific[25497070] [Approved]
    Független, Idéző: 25497070, Kapcsolat: 25497070
  43. Eymard R. Finite volume methods. (2000)
    Miscellaneous/Scientific[25497071] [Approved]
    Független, Idéző: 25497071, Kapcsolat: 25497071
  44. Rudykh GA. Existence and construction of anisotropic solutions to the multidimensional equation of nonlinear diffusion. I. (2000)
    Miscellaneous/Scientific[25497072] [Approved]
    Független, Idéző: 25497072, Kapcsolat: 25497072
  45. Rudykh GA et al. Existence and construction of anisotropic solutions to the multidimensional equation of nonlinear diffusion. I. (2000) SIBERIAN MATHEMATICAL JOURNAL 0037-4466 41 5 940-959
    Journal Article/Article (Journal Article)/Scientific[25742374] [Approved]
    Független, Idéző: 25742374, Kapcsolat: 25742374
  46. Suzuki R. Complete blow-up for quasilinear degenerate parabolic equations. (2000)
    Miscellaneous/Scientific[25497073] [Approved]
    Független, Idéző: 25497073, Kapcsolat: 25497073
  47. Suzuki R. Complete blow-up for quasilinear degenerate parabolic equations. (2000) PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS 0308-2105 1473-7124 130 877-908
    Journal Article/Article (Journal Article)/Scientific[25742375] [Approved]
    Független, Idéző: 25742375, Kapcsolat: 25742375
  48. Biro Z. Numerical interface curves for some nonlinear diffusion equations. (1999)
    Miscellaneous/Scientific[25497074] [Approved]
    Független, Idéző: 25497074, Kapcsolat: 25497074
  49. Biro Zsolt et al. Numerical interface curves for some nonlinear diffusion equations. (1999) NUMERICAL ALGORITHMS 1017-1398 1572-9265 21 1-4 87-96
    Journal Article/Article (Journal Article)/Scientific[162178] [Validated]
    Független, Idéző: 162178, Kapcsolat: 25742377
  50. Feireisl E et al. Convergence for degenerate parabolic equations. (1999)
    Miscellaneous/Scientific[25497295] [Approved]
    Független, Idéző: 25497295, Kapcsolat: 25497075
  51. Feireisl E et al. Convergence for degenerate parabolic equations. (1999) JOURNAL OF DIFFERENTIAL EQUATIONS 0022-0396 1090-2732 152 2 439-466
    Journal Article/Article (Journal Article)/Scientific[25745044] [Approved]
    Független, Idéző: 25745044, Kapcsolat: 25742376
  52. Guedda M et al. Blow-up of interfaces for an inhomogeneous aquifer. (1999) In: Free boundary problems: theory and applications : proceedings of the International Interdisciplinary Congress on "Free Boundary... pp. 131-138
    Chapter in Book/Conference paper (Chapter in Book)/Scientific[25742378] [Approved]
    Független, Idéző: 25742378, Kapcsolat: 25742378
  53. Cherniha RM. On new exact solutions of a nonlinear diffusion system that describes the growth of protein crystals. (1998)
    Miscellaneous/Scientific[25497077] [Approved]
    Független, Idéző: 25497077, Kapcsolat: 25497077
  54. Cherniha RM. New non-Lie ansätze and exact solutions of nonlinear reaction-diffusion-convection equations. (1998)
    Miscellaneous/Scientific[25497078] [Approved]
    Független, Idéző: 25497078, Kapcsolat: 25497078
  55. Cherniha RM. New exact solutions of nonlinear reaction-diffusion equations. (1998)
    Miscellaneous/Scientific[25497079] [Approved]
    Független, Idéző: 25497079, Kapcsolat: 25497079
  56. Cherniha RM. New exact solutions of nonlinear reaction-diffusion equations. (1998) REPORTS ON MATHEMATICAL PHYSICS 0034-4877 41 3 333-349
    Journal Article/Article (Journal Article)/Scientific[25742380] [Approved]
    Független, Idéző: 25742380, Kapcsolat: 25742380
  57. Cherniha RM. New exact solutions for a free boundary system. (1998)
    Miscellaneous/Scientific[25497080] [Approved]
    Független, Idéző: 25497080, Kapcsolat: 25497080
  58. Eymard R. Finite volumes and nonlinear diffusion equations. (1998)
    Miscellaneous/Scientific[25497081] [Approved]
    Független, Idéző: 25497081, Kapcsolat: 25497081
  59. Eymard R et al. Finite volumes and nonlinear diffusion equations. (1998) ESAIM-MATHEMATICAL MODELLING AND NUMERICAL ANALYSIS-MODELISATION MATHEMATIQUE ET ANALYSE NUMERIQUE 0764-583X 1290-3841 32 6 747-761
    Journal Article/Article (Journal Article)/Scientific[25742379] [Approved]
    Független, Idéző: 25742379, Kapcsolat: 25742379
  60. Suzuki R. Boundedness of global solutions of one dimensional quasilinear degenerate parabolic equations. (1998)
    Miscellaneous/Scientific[25497082] [Approved]
    Független, Idéző: 25497082, Kapcsolat: 25497082
  61. Suzuki R. Boundedness of global solutions of one dimensional quasilinear degenerate parabolic equations. (1998) JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 0025-5645 50 1 119-138
    Journal Article/Article (Journal Article)/Scientific[25742381] [Approved]
    Független, Idéző: 25742381, Kapcsolat: 25742381
  62. Gandarias ML. Nonclassical symmetries of a porous medium equation with absorption. (1997)
    Miscellaneous/Scientific[25497083] [Approved]
    Független, Idéző: 25497083, Kapcsolat: 25497083
  63. Mochizuki K et al. Critical exponent and critical blow-up for quasilinear parabolic equations. (1997) ISRAEL JOURNAL OF MATHEMATICS 0021-2172 98 141-156
    Journal Article/Article (Journal Article)/Scientific[25742383] [Approved]
    Független, Idéző: 25742383, Kapcsolat: 25742383
  64. Suzuki R. Blow-up problems for quasilinear parabolic equations. (1997)
    Miscellaneous/Scientific[25497084] [Approved]
    Független, Idéző: 25497084, Kapcsolat: 25497084
  65. Suzuki R. Blow-up problems for quasilinear parabolic equations. (1997) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 30 ATHENS 4459-4466
    Journal Article/Article (Journal Article)/Scientific[25742382] [Approved]
    Független, Idéző: 25742382, Kapcsolat: 25742382
  66. Gandarias ML. Potential symmetries of a porous medium equation. (1996)
    Miscellaneous/Scientific[25497085] [Approved]
    Független, Idéző: 25497085, Kapcsolat: 25497085
  67. Feireisl E et al. Convergence for degenerate parabolic equations in one dimension. (1996) COMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 0764-4442 1631-073X 323 3 251-255
    Journal Article/Article (Journal Article)/Scientific[25742384] [Approved]
    Független, Idéző: 25742384, Kapcsolat: 25742384
  68. Gandarias ML. Classical point symmetries of a porous medium equation. (1996)
    Miscellaneous/Scientific[25497086] [Approved]
    Független, Idéző: 25497086, Kapcsolat: 25497086
  69. GE WG. ON THE BOUNDED AND UNBOUNDED SOLUTIONS OF ONE-DIMENSIONAL NONLINEAR REACTION-DIFFUSION PROBLEM. (1995) CHINESE ANNALS OF MATHEMATICS SERIES B 0252-9599 16 2 245-254
    Journal Article/Article (Journal Article)/Scientific[25742385] [Approved]
    Független, Idéző: 25742385, Kapcsolat: 25742385
  70. GALAKTIONOV VA. INVARIANT SUBSPACES AND NEW EXPLICIT SOLUTIONS TO EVOLUTION-EQUATIONS WITH QUADRATIC NONLINEARITIES. (1995) PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS 0308-2105 1473-7124 125 225-246
    Journal Article/Article (Journal Article)/Scientific[25742388] [Approved]
    Független, Idéző: 25742388, Kapcsolat: 25742388
  71. GALAKTIONOV VA et al. GENERALIZED SEPARATION OF VARIABLES FOR DIFFERENTIAL-EQUATIONS WITH POLYNOMIAL NONLINEARITIES. (1995) DIFFERENTIAL EQUATIONS 0012-2661 31 2 233-240
    Journal Article/Article (Journal Article)/Scientific[25742387] [Approved]
    Független, Idéző: 25742387, Kapcsolat: 25742387
  72. GE WG et al. COMPARISON-THEOREMS OF REACTION-DIFFUSION EQUATIONS AND THEIR APPLICATIONS. (1995) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 24 5 655-665
    Journal Article/Article (Journal Article)/Scientific[25742386] [Approved]
    Független, Idéző: 25742386, Kapcsolat: 25742386
  73. Ge Weigao. Comparison theorems of reaction-diffusion equations and their applications. (1995)
    Miscellaneous/Scientific[25497087] [Approved]
    Független, Idéző: 25497087, Kapcsolat: 25497087
  74. Song B. Existence, uniqueness and properties of the solutions of a degenerate parabolic equation with diffusion-advection-absorption. (1994)
    Miscellaneous/Scientific[25497088] [Approved]
    Független, Idéző: 25497088, Kapcsolat: 25497088
  75. King JR. Exact polynomial solutions to some nonlinear diffusion equations. (1993)
    Miscellaneous/Scientific[25497089] [Approved]
    Független, Idéző: 25497089, Kapcsolat: 25497089
  76. Tomoeda K et al. Difference approximations to interface curves for nonlinear diffusion equations with absorption. (1992)
    Miscellaneous/Scientific[25497304] [Approved]
    Független, Idéző: 25497304, Kapcsolat: 25497090
  77. MOCHIZUKI K et al. BLOW-UP SETS AND ASYMPTOTIC-BEHAVIOR OF INTERFACES FOR QUASI-LINEAR DEGENERATE PARABOLIC EQUATIONS IN R(N). (1992) JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 0025-5645 44 3 485-504
    Journal Article/Article (Journal Article)/Scientific[25742389] [Approved]
    Független, Idéző: 25742389, Kapcsolat: 25742389
  78. JANCEL R. QUASI-LINEAR PARABOLIC EQUATIONS - SOME PROPERTIES OF PHYSICAL SIGNIFICANCE. (1991) PHYSICA SCRIPTA-TOPICAL ISSUES 0281-1847 43 4 393-415
    Journal Article/Article (Journal Article)/Scientific[25742391] [Approved]
    Független, Idéző: 25742391, Kapcsolat: 25742391
  79. SUZUKI R. ON BLOW-UP SETS AND ASYMPTOTIC-BEHAVIOR OF INTERFACES OF ONE-DIMENSIONAL QUASI-LINEAR DEGENERATE PARABOLIC EQUATIONS. (1991) PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 0034-5318 1663-4926 27 3 375-398
    Journal Article/Article (Journal Article)/Scientific[25742390] [Approved]
    Független, Idéző: 25742390, Kapcsolat: 25742390
  80. Wilhelmsson H. Self-generation and nonlinear diffusion – an analytic approach. (1990)
    Miscellaneous/Scientific[25497092] [Approved]
    Független, Idéző: 25497092, Kapcsolat: 25497092
  81. Etlicher B. Dynamics of a coupled reaction-diffusion system. (1990)
    Miscellaneous/Scientific[25497093] [Approved]
    Független, Idéző: 25497093, Kapcsolat: 25497093
  82. Galaktionov VA. New exact solutions of parabolic equations with quadratic non-linearities. (1989)
    Miscellaneous/Scientific[25497094] [Approved]
    Független, Idéző: 25497094, Kapcsolat: 25497094
  83. KAMIN S et al. CLASSIFICATION OF SINGULAR SOLUTIONS OF A NONLINEAR HEAT-EQUATION. (1989) DUKE MATHEMATICAL JOURNAL 0012-7094 1547-7398 58 3 601-615
    Journal Article/Article (Journal Article)/Scientific[25742392] [Approved]
    Független, Idéző: 25742392, Kapcsolat: 25742392
  84. Kobayasi K. Uniqueness of solutions of degenerate diffusion equations with measures as initial conditions. (1988)
    Miscellaneous/Scientific[25497095] [Approved]
    Független, Idéző: 25497095, Kapcsolat: 25497095
  85. GRUNDY RE. ASYMPTOTIC SOLUTIONS OF A MODEL DIFFUSION-REACTION EQUATION. (1988) IMA JOURNAL OF APPLIED MATHEMATICS 0272-4960 40 1 53-72
    Journal Article/Article (Journal Article)/Scientific[25749773] [Approved]
    Független, Idéző: 25749773, Kapcsolat: 25742393
  86. Galaktionov VA. A quasilinear heat equation with a source: Peaking, localization, symmetry exact solutions, asymptotics, structures. (1988)
    Miscellaneous/Scientific[25497096] [Approved]
    Független, Idéző: 25497096, Kapcsolat: 25497096
  87. Kalashnikov AS. Some problems of the qualitative theory of non-linear degenerate second-order parabolic equations. (1987)
    Miscellaneous/Scientific[25497307] [Approved]
    Független, Idéző: 25497307, Kapcsolat: 25497097
  88. Kamin S. On the behaviour as t → ∞ of the solutions of the Cauchy problem for certain nonlinear parabolic equations. (1987)
    Miscellaneous/Scientific[25497098] [Approved]
    Független, Idéző: 25497098, Kapcsolat: 25497098
  89. Bardi M. Asymptotic spherical symmetry of the free boundary in degenerate diffusion equations. (1987)
    Miscellaneous/Scientific[25497099] [Approved]
    Független, Idéző: 25497099, Kapcsolat: 25497099
Baras P et al. Local and global solvability of a class of semilinear parabolic equations. (1987) JOURNAL OF DIFFERENTIAL EQUATIONS 0022-0396 1090-2732 68 2 238-252, 1788520
Journal Article/Article (Journal Article)/Scientific[1788520]
  1. Ishige Kazuhiro et al. Existence of solutions for a higher-order semilinear parabolic equation with singular initial data. (2020) ANNALES DE L INSTITUT HENRI POINCARE-ANALYSE NON LINEAIRE 0294-1449 1873-1430 37 5 1185-1209
    Journal Article/Article (Journal Article)/Scientific[31715306] [Validated]
    Független, Idéző: 31715306, Kapcsolat: 29602935
  2. Iagar Razvan Gabriel et al. Blow up profiles for a reaction-diffusion equation with critical weighted reaction. (2020) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 191
    Journal Article/Article (Journal Article)/Scientific[31460724] [Validated]
    Független, Idéző: 31460724, Kapcsolat: 29190051
  3. Iagar Razvan Gabriel et al. Blow Up Profiles for a Quasilinear Reaction-Diffusion Equation with Weighted Reaction with Linear Growth. (2019) JOURNAL OF DYNAMICS AND DIFFERENTIAL EQUATIONS 1040-7294 31 4 2061-2094
    Journal Article/Article (Journal Article)/Scientific[31568878] [Validated]
    Független, Idéző: 31568878, Kapcsolat: 29400978
  4. Hisa Kotaro et al. Existence of solutions for a fractional semilinear parabolic equation with singular initial data. (2018) NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 0362-546X 175 108-132
    Journal Article/Article (Journal Article)/Scientific[30522248] [Validated]
    Független, Idéző: 30522248, Kapcsolat: 27969680
  5. Fino A Z et al. BLOW-UP OF SOLUTIONS FOR SEMILINEAR FRACTIONAL SCHRODINGER EQUATIONS. (2018) JOURNAL OF INTEGRAL EQUATIONS AND APPLICATIONS 0897-3962 30 1 67-80
    Journal Article/Article (Journal Article)/Scientific[27546473] [Validated]
    Független, Idéző: 27546473, Kapcsolat: 27546473
  6. Ahmad B. Nonexistence of global solutions of some nonlinear space-nonlocal evolution equations on the heisenberg group. (2015)
    Miscellaneous/Scientific[25497315] [Approved]
    Független, Idéző: 25497315, Kapcsolat: 25497315
  7. Fila M et al. Existence of positive solutions of a semilinear elliptic equation with a dynamical boundary condition. (2015) CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS 0944-2669 54 2 2059-2078
    Journal Article/Article (Journal Article)/Scientific[25497316] [Approved]
    Független, Idéző: 25497316, Kapcsolat: 25497316
  8. Li X et al. Existence and nonexistence of local/global solutions for a nonhomogeneous heat equation. (2014) COMMUNICATIONS ON PURE AND APPLIED ANALYSIS 1534-0392 1553-5258 13 4 1465-1480
    Journal Article/Article (Journal Article)/Scientific[25497317] [Approved]
    Független, Idéző: 25497317, Kapcsolat: 25497317
  9. De Pablo A et al. The cauchy problem for a nonhomogeneous heat equation with reaction. (2013) DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES A 1078-0947 1553-5231 33 2 643-662
    Journal Article/Article (Journal Article)/Scientific[25497318] [Approved]
    Független, Idéző: 25497318, Kapcsolat: 25497318
  10. Fino Ahmad et al. QUALITATIVE PROPERTIES OF SOLUTIONS TO A TIME-SPACE FRACTIONAL EVOLUTION EQUATION. (2012) QUARTERLY OF APPLIED MATHEMATICS 0033-569X 70 1 133-157
    Journal Article/Article (Journal Article)/Scientific[25739088] [Approved]
    Független, Idéző: 25739088, Kapcsolat: 25739088
  11. Fino AZ. Qualitative properties of solutions to a time-space fractional evolution equation. (2012)
    Miscellaneous/Scientific[25497319] [Approved]
    Független, Idéző: 25497319, Kapcsolat: 25497319
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