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Acta mathematica Universitatis Comenianae
Tome 67 (1998)
Précédent
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Sommaire du
Fascicule no. 1
ADAPTIVE FAST MARCHING AND LEVEL SET METHODS FOR PROPAGATING INTERFACES
J. A. Sethian
SIMULATION OF ANISOTROPIC MOTION BY MEAN CURVATURE - COMPARISON OF PHASE FIELD AND SHARP INTERFACE APPROACHES
M. Benes
;
K. Mikula
FATTENING IN TWO DIMENSIONS OBTAINED WITH A NONSYMMETRIC ANISOTROPY: NUMERICAL SIMULATIONS
M. Paolini
APPROXIMATION OF CRYSTALLINE DENDRITE GROWTH IN TWO SPACE DIMENSIONS
A. Schmidt
THE NUMERICAL VALUATION OF OPTIONS WITH UNDERLYING JUMPS
G. H. Meyer
WAVE BIFURCATION IN MODELS FOR HETEROGENEOUS CATALYSIS
S. Kromker
SIMULATION OF INSTATIONARY, INCOMPRESSIBLE FLOWS
E. Bansch
ADAPTIVE FINITE VOLUME DISCRETIZATION OF DENSITY DRIVEN FLOWS IN POROUS MEDIA
P. Knabner
;
C. Tapp
;
K. Thiele
MAXIMUM PRINCIPLE AND LOCAL MASS BALANCE FOR NUMERICAL SOLUTIONS OF TRANSPORT EQUATION COUPLED WITH VARIABLE DENSITY FLOW
P. Frolkovic
ADAPTIVE MIXED HYBRID AND MACRO-HYBRID FINITE ELEMENT METHODS
R. H. W. Hoppe
;
B. I. Wohlmuth
THE FINITE VOLUME METHOD FOR AN ELLIPTIC-PARABOLIC EQUATION
R. Eymard
;
M. Gutnic
;
D. Hilhorst
FINITE ELEMENTS IN MODELING OF FLOW IN POROUS MEDIA: HOW TO DESCRIBE WELLS
M. Slodicka
Sommaire du
Fascicule no. 2
ORTHOGONAL DECOMPOSITIONS IN HILBERT C-MODULES AND STATIONARY PROCESSES
D. Popovici
MAXIMAL ELEMENTS OF SUPPORT
S. Yassemi
THE LAGRANGE THEOREM FOR MULTIDIMENSIONAL DIOPHANTINE APPROXIMATION
P. Meignen
OPTIMAL NATURAL DUALITIES FOR SOME QUASIVARIETIES OF DISTRIBUTIVE DOUBLE
$p$
-ALGEBRAS
M. J. Saramago
ON THE MULTIPLICITY OF
$(X^a-Y^b, X^c-Y^d)$
E. Boda
;
D. Orszaghova
ON THE LONG TIME BEHAVIOUR OF SOLUTIONS OF A CLASS OF AUTONOMOUS REACTION-DIFFUSION SYSTEMS
M. Buger
INVARIANT CONE OF SLOWLY OSCILLATING SOLUTION IN TWO DELAYS DIFFERENTIAL EQUATIONS
N. Yousfi
;
O. Arino
THE BLOW-UP RATE FOR A SEMILINEAR PARABOLIC EQUATION WITH A NONLINEAR BOUNDARY CONDITION
J. D. Rossi
SOLUTION OF STEFAN PROBLEMS BY FULLY DISCRETE LINEAR SCHEMES
A. Handlovicova
ON METRIC PRESERVING FUNCTIONS AND INFINITE DERIVATIVES
R. W. Vallin