Anna Andruch-Sobiło, Małgorzata Migda
Further properties of the rational recursive sequence $ x_{n+1}=\frac{ax_{n-1}}{b+cx_nx_{n-1}} $
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Opuscula Math. 26 (2006), 387-394 |
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Jaromír Baštinec, Josef Diblík, Miroslava Růžičková
Initial data generating bounded solutions of linear discrete equations
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Opuscula Math. 26 (2006), 395-406 |
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Blanka Bujanda, Juan Carlos Jorge
New efficient time integrators for non-linear parabolic problems
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Opuscula Math. 26 (2006), 407-419 |
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Jan Čermák, Miroslav Urbánek
The asymptotic properties of the dynamic equation with a delayed argument
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Opuscula Math. 26 (2006), 421-429 |
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Valery Borisovich Cherepennikov, Polina Gennadievna Ermolaeva
Polynomial quasisolutions of linear differential-difference equations
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Opuscula Math. 26 (2006), 431-443 |
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Josef Diblík, Miroslava Růžičková, Barbora Václavíková
A react principle on discrete time scales
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Opuscula Math. 26 (2006), 445-455 |
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Ángel Garrido
Special functions in Fuzzy Analysis
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Opuscula Math. 26 (2006), 457-464 |
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Klara R. Janglajew, Kim G. Valleev
Construction of an integral manifold for linear differential-difference equations
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Opuscula Math. 26 (2006), 465-470 |
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Jan Jankowski
Fundamental solution of the problem describing ship motion in waves
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Opuscula Math. 26 (2006), 471-481 |
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Othmar Koch
Efficient computation of the MCTDHF approximation to the time-dependent Schrödinger equation
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Opuscula Math. 26 (2006), 483-497 |
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Petr Kundrát
On the asymptotics of the difference equation with a proportional delay
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Opuscula Math. 26 (2006), 499-506 |
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Małgorzata Migda
Asymptotic properties of nonoscillatory solutions of higher order neutral difference equations
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Opuscula Math. 26 (2006), 507-514 |
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Gen-qiang Wang, Sui Sun Cheng
Asymptotic stability of a neutral integro-differential equation
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Opuscula Math. 26 (2006), 515-527 |
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Monika Warmowska
Numerical simulation of liquid motion in partly filled tank
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Opuscula Math. 26 (2006), 529-540 |
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