EQUADIFF 3
Proceedings of Equadiff III
3rd Czechoslovak Conference on Differential Equations and Their Applications. Brno, Czechoslovakia, August 28 - September 1, 1972
Editors: Ráb, Miloš; Vosmanský, Jaromír
Organized by: Czechoslovak Academy of Sciences; J. E. Purkyně University, Brno
Venue: Brno, 1972
Publisher: Univ. J. E. Purkyně - Přírodovědecká fakulta, Brno, 1973
Series: Folia Facultatis Scientiarum Naturalium Universitatis Purkynianae Brunensis. Seria Monographia, Tomus I
MR0338489 | Zbl 0308.00001
MSC: 00Bxx, 34-06, 35-06, 65-06
Table of Contents
Plenary lectures
| 15-19 | On the approximation of eigenvalues of non-selfadjoint operators. Bramble, J. H. |
| 21-29 | Finite elements and numerical stability. Descloux, Jean |
| 31-42 | On limit-point and separation criteria for linear differential expressions. Everitt, William Norrie; Giertz, Magnus |
| 43-50 | On some problems of the theory of the difference schemes. Janenko, N. N. |
| 51-58 | Problèmes de frontière libre lies à certaines questions d'hydraulique. Magenes, Enrico |
| 59-69 | On a theorem of Brunovsky for periodic optimal control. Markus, Lawrence |
| 71-79 | Abstract semilinear equations with small parameter. Sova, Miroslav |
| 81-87 | On two-sided difference methods for ordinary differential equations. Volkov, E. A. |
Section A: Ordinary differential equations
| 91-98 | Orthogonal bipolynomials. Arscott, Felix M. |
| 99-104 | Generic one-parameter flows on the torus and bifurcations of periodic orbits. Brunovský, Pavol |
| 105-114 | Some differential equations with delay. Corduneanu, C. |
| 115-118 | Three-point boundary value problem in a differential equation of the third order. Greguš, Michal |
| 119-125 | Oscillation in linear differential equations. Neuman, František |
| 127-138 | Periodic solutions of $\ddot x=f(x,\dot x)$. Ráb, Miloš |
| 139-143 | The geometric theory of Volterra integral equations - a preliminary report. Sell, George R. |
| 145-153 | On a nonlinear boundary value problem of higher order. Šeda, V. |
| 155-160 | Some remarks on the asymptotic equivalence. Švec, Marko |
Section B: Partial differential equations
| 163-174 | Spectral theory of nonlinear operators. Fučík, Svatopluk; Nečas, Jindřich |
| 175-178 | The accuracy of Dafermos' method for nonlinear hyperbolic equations. Hedstrom, Gerald W. |
| 179-185 | Regularity of potentials and removability of singularities of solutions of partial differential equations. Král, Josef |
| 187-188 | Criteria for almost periodicity and some applications to differential equations. Lovicar, Vladimír |
| 189-197 | The asymptotic behavior at the large time of solutions of some mathematical physics problems. Maslennikova, V. N. |
| 199-203 | Periodic solutions to abstract differential equations. Vejvoda, Otto; Straškraba, Ivan |
| 205-207 | An optimal control problem for Ito stochastic equations. Vrkoč, Ivo |
Section C: Numerical Methods and Applications
| 211-216 | Variational methods in mathematical theory of viscoelasticity. Brilla, Jozef |
| 217-224 | A model for phenomena of instability. Capriz, G. |
| 225 | On finite element procedures of high order accuracy for parabolic equations. Hlaváček, Ivan |
| 227-234 | Relaxation lengths and nonnegative solutions in neutron transport. Marek, Ivo |
| 235-239 | Interior error estimates of projection methods. Nitsche, Joachim A. |
| 241-245 | Application de la théorie des fonctions convexes d'ordre supérieur à l'étude de certains procédés d'intégration numérique des équations différentielles. Popoviciu, Tiberiu |
| 247-253 | Some new methods for numerical solution of initial value problems. Práger, Milan; Taufer, Jiří; Vitásek, Emil |
| 255-260 | Application of the Ritz method to the solution of parabolic boundary value problems of arbitrary order in the space variables. Rektorys, Karel |
| 261-267 | Finite element methods for elliptic mixed boundary value problems containing singularities. Whiteman, J. R.; Barnhill, R. E. |
| 269 | Curved elements in the finite element method. Zlámal, Miloš |
| 271-277 | Hermite interpolation on simplexes in the finite element method. Ženíšek, Alexander |
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