3 | Preface. |
4-8 | Contents. |
9-13 | Untere Schranken für die Eigenwerte Stekloffscher Eigenwertaufgaben. Goerisch, Friedrich; Albrecht, Julius |
14-20 | Solvability properties of semilinear operator equations. Amann, Herbert |
21-24 | On the solution of indentation and crack problems in linear elasticity by use of higher special functions. Arscott, F. M. |
25-29 | On the iterative solution of finite element systems of equations. Axelsson, O. |
30-33 | Necessary conditions for the multiple integral problem and elliptic variational inequalities. Barbu, Viorel |
34-36 | Ignition for a gaseous thermal reaction. Bebernes, J. W. |
37-40 | The solution of the initial value problem for the general dynamic equations in nonlinear elasticity under damping conditions. Beckert, Herbert |
41-44 | Transformations and factorisation of ordinary nonlinear differential equations. Berkovič, L. M. |
45-46 | Oscillation of Bôcher's pairs with respect to halflinear second order diff. equ.-s. Bihari, Imre |
47-50 | Homogenization for variational and quasi-variational inequalities. Biroli, Marco |
51-53 | Integral representations of bounded harmonic functions. Bliedtner, Jürgen |
54-57 | On the convergence of solutions of random differential equations. Bobrowski, Dobiesław |
58-63 | Numerical imperfections near a critical point. Brezzi, Franco |
64-71 | New functional spaces and linear nonstationary problems of mathematical physics. Brilla, J. |
72-80 | Controllability of linear autonomous processes. Conti, Roberto |
81-83 | Numerical approximation of a nonlinear Sturm-Liouville problem on an infinite interval. Descloux, J.; Rappaz, J. |
84-86 | A duality principle for delay equations. Diekmann, Odo |
87-90 | On the transformation theory of ordinary second-order linear symmetric differential equations. Everitt, W. N. |
91-94 | Attractors of systems under bounded perturbation. Farkas, M. |
95-98 | Matrix analysis of certain dynamical systems in technics (at linear, nonlinear, or random diff. and int. equations). Fazekas, Francis |
99-102 | On the mathematical and numerical study of non-viscous axially symmetric channel flows. Feistauer, Miloslav |
103-106 | Конструктивная теория оптимизации дифференциальных систем. Gabasov, R.; Kirillova, F. M. |
107-110 | On an initial-value problem for a nonlinear transport equation in polymer chemistry. Gajewski, Herbert; Zacharias, Klaus |
111-114 | Basic regularity of the minima of variational integrals. Giusti, Enrico |
115-118 | Существование и построение периодических решений одной двухмерной нелинейной периодической системы дифференциальных уравнений. Golokvoschyus, P. B. |
119-122 | Dissipation and asymptotic behaviour of some reaction-diffusion systems. Gröger, Konrad |
123-126 | Singular perturbations with several parameters. Dragan, Vasile; Halanay, Aristide |
127-130 | Approximation of contact problems with friction. Haslinger, Jaroslav |
131-135 | Optimization of the domain in elliptic unilateral boundary value problems by finite element method. Hlaváček, I.; Nečas, J. |
136-139 | Three applications of differential equations in turbulence research. Hoffmeister, Manfred; Ullrich, Detlev; Dreßler, Bernd |
140-144 | Algorithm for construction of explicit $n$-order Runge-Kutta formulas for the systems of differential equations of the 1st order. Huťa, Anton |
145-154 | On a fixed point index method for the analysis of the asymptotic behavior and boundary value problems of process and semidynamical systems. Izé, A. F. |
155-158 | A diffusion reaction system modelling spatial patterns. Jäger, Willi |
159-164 | О некоторых новых классах уравнений математической физики. Novikov, V. A.; Lar'kin, Nikolai A.; Yanenko, N. N. |
165-168 | On the regularity for 2nd order nonlinear elliptic systems. John, Oldřich; Nečas, Jindřich |
169-173 | On a degenerate parabolic boundary value problem. Kačur, Jozef |
174-178 | On some singular boundary value problems for ordinary differential equations. Kiguradze, I. T. |
179-189 | The role of center manifolds in ordinary differential equations. Knobloch, H. W.; Aulbach, B. |
190-193 | On one system of nonlinear equations. Kodnár, Rudolf |
194-197 | On the behaviour of the generalized solution of the biharmonic equation in two dimensions near singular point of the boundary. Kopáček, Jiří |
198-204 | Potential flows. Král, Josef |
205-208 | Cauchy's problem in the large for nonlinear hyperbolic equations and for the Korteweg-de Vries equation. Kružhkov, Stanislav N. |
209-211 | Bifurcation problems for variational inequalities. Kučera, Milan |
212-217 | A tribute to Bernard Bolzano. Kurzweil, Jaroslav |
218-221 | Oscillation theory of higher-order ordinary and functional differential equations with forcing terms. Kusano, Takaŝi |
222-225 | Stable, chaotic and optimal solutions of first order partial differential equations related with the cell kinetics. Lasota, Andrzej |
226-227 | Факторизация и непонижение осцилляции на окружности. Levin, Anatoliĭ |
228-230 | Free vibrations for the equation $u_{tt}-u_{xx}+f(u)=0$ with $f$ sublinear. Lovicar, Vladimír |
231-234 | Duality methods in the theory of optimal control. Lovíšek, Ján |
235-236 | Compatibility of systems of linear ordinary differential equations with variable coefficients. Malikov, Khoris M. |
237-240 | Maxwell's equations with incident wave as a field source. Janovský, V.; Marek, I.; Neuberg, J. |
241-255 | On the approximation of solenoidal and potential vector fields. Maslennikova, V. N.; Bogovsky, M. E. |
256-259 | The periodic boundary value problem for some second order ordinary differential equations. Mawhin, Jean |
260-263 | Generic bifurcations of vector fields with a singularity of codimension 3. Medveď, Milan |
264-267 | Generalized Sommerfeld half-plane problems. Meister, Erhard V. |
268-271 | Monotone extensions of operators and the first boundary value problem. Netuka, Ivan |
272-275 | Linear differential equations - global theory. Neuman, F. |
276-279 | The dimension of a set of singularities of weak solutions to the Navier-Stokes equations. Neustupa, Jiří |
280-283 | Multiple Picard's method for the Stiff nonlinear two-point boundary value problems. Bang, Nguyen Thanh |
284-287 | Homogenization of differential operators. Oleinik, Olga A. |
288-292 | Mathematische Methoden zur Berechnung der transonischen Umströmung von dünnen Profilen. Kozel, K.; Polášek, J.; Vavřincová, M. |
293-296 | The method of discretization in time and partial differential equations. Rektorys, Karel |
297-300 | On the method of the solution of elasticity theory problem for the inhomogeneous and anisotropic body. Sarkisyan, Vladimir S. |
301-309 | Нелинейные эллиптические граничные задачи в областях с мелкозернистой границей. Skrypnik, Igor V. |
310-313 | On chaos in difference and differential-difference equations. Smítalová, Kristína |
314-317 | Неполный метод Галеркина в задачах математической физики. Sveshnikov, A. G. |
318-323 | On a nonlinear perturbation of a selfadjoint boundary value problem. Šeda, Valter |
324-328 | Bifurcation in mathematical models of social and economic interaction. Šlahor, L'udomír |
329-338 | Integral and asymptotic equivalence of two systems of differential equations. Švec, Marko |
339-343 | On the transfer of conditions as applied to solving two-dimensional boundary value problems. Taufer, Jiří |
344-347 | Monoton konvergente Iterationsprozesse zur Lösung diskretisierter nichtlinearer Randwertprobleme. Törnig, W. |
348-351 | Bounds for eigenvalues of differential equations. Velte, Waldemar |
352-355 | Strongly maximal matrix functions in regions containing stable solutions. Vrkoč, Ivo |
356-359 | Convergence properties of the finite difference method for solving variational inequalities. Weinelt, Wilfried |
360-365 | On boundary element methods for solving elliptic boundary value problems. Wendland, Wolfgang L. |
366-369 | About the representation of solutions of linear elliptic equations of arbitrary order. Wildenhain, Günther |
370-373 | On some semilinear Volterra diffusion equations arising in ecology. Yamada, Yoshio |
374-377 | Perturbation methods in the theory of heat conduction. Zino, Igor E. |
378-386 | Galerkin-finite element solution of nonlinear evolution problems. Zlámal, Miloš |
387-390 | Finite element methods for linear coupled thermoelasticity. Ženíšek, Alexander |
391-395 | Directory of the invited mathematicians. |