SEMI-FREDHOLM OPERATORS AND LOCAL SPECTRAL THEORY

Artikel in diesem Heft

1. Titelei
2. Contents
3. THE SCIENTIFIC AND DIDACTIC WORK OF PROFESSOR JANINA WOLSKA-BOCHENEK
4. LIST OF SCIENTIFIC PUBLICATIONS OF PROFESSOR JANINA WOLSKA-BOCHENEK
5. INVERSE PROBLEM FOR THE SYSTEM OF DIFFUSION EQUATIONS WITH A CHOSEN CONTROL POINT
6. REAL AND COMPLEX HYPERSINGULAR INTEGRALS AND INTEGRAL EQUATIONS IN COMPUTATIONAL MECHANICS*
7. ANTILOGARITHMIC MAPPINGS AND PROPERTIES OF RESOLVENTS TO LINEAR EQUATIONS IN LEIBNIZ D-ALGEBRAS
8. ON A CLASS OF SINGULAR INTEGRAL EQUATIONS
9. ON THE BOUNDEDNESS OF SOME INTEGRAL OPERATORS WITH FIXED SINGULARITIES ARISING IN ELASTICITY
10. A CLASS OF MULTI-DIMENSIONAL NONLINEAR VOLTERRA EQUATIONS OF CONVOLUTION TYPE
11. SYMMETRIEGRUPPEN UND BIFURKATIONSPROBLEME
12. THE LIMIT PROPERTY AND PERTURBATIONS OF FUNCTIONAL SHIFTS
13. ON A SYSTEM OF SINGULAR EQUATIONS IN R³ WITH ITERATION OF INTEGRAL OPERATOR
14. A GOURSAT-TYPE PROBLEM FOR A HIGH ORDER PARTIAL DIFFERENTIAL EQUATION
15. APPROXIMATE SOLUTION OF A NON-LINEAR INTEGRAL EQUATION IN A COMPLEX DOMAIN
16. ON THE SUPPORT THEOREM FOR STOCHASTIC FUNCTIONAL DIFFERENTIAL EQUATIONS
17. A TOPOLOGICAL PROPERTY OF THE SOLUTION SET TO THE STURM-LIOUVILLE DIFFERENTIAL INCLUSIONS
18. A NOTE ON AN INEQUALITY SIMILAR TO LYAPUNOV'S INEQUALITY
19. ON A NONEXISTENCE OF POSITIVE SOLUTION OF LAPLACE EQUATION IN UPPER HALF-SPACE WITH CAUCHY DATA
20. LOCAL EXISTENCE OF SOLUTIONS OF 2m-th ORDER SEMILINEAR PARABOLIC EQUATIONS
21. ON THE BOUNDS OF SOLUTIONS OF A SYSTEM OF VOLTERRA INTEGRAL EQUATIONS
22. A GENERALIZATION OF THE UNIVALENCE CRITERIA OF BECKER, OF NEHARI AND LEWANDOWSKI (I)
23. ON DIFFERENTIAL AND INTEGRAL EQUATIONS IN LOCALLY CONVEX SPACES
24. ON AN INTEGRAL EQUATION WITH DEVIATED ARGUMENTS
25. GENERALIZED c(R) PROPERTY AND INTERPOLATION PROBLEMS INDUCED BY RIGHT INVERTIBLE OPERATORS
26. INITIAL VALUE CONDITIONS FOR LINEAR PARTIAL DIFFERENTIAL OPERATORS IN Cⁿ GIVEN ON n COMPLEX HYPERPLANES
27. SEMI-FREDHOLM OPERATORS AND LOCAL SPECTRAL THEORY
28. AN INTEGRAL ANALOGUE OF A THEOREM OF LEINDLER