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Complex Analysis and Potential Theory
| TITLE OF TALK | FIRST NAME | LAST NAME | COUNTRY |
| MODIFIED INTEGRAL OPERATORS PRESERVING SUBORDINATION AND SUPERORDINATION | Teodor | Bulboaca | ROMANIA |
| ON SOME PROPERTIES OF THE ACOUSTIC SINGLE AND DOUBLE LAYER POTENTIALS FOR HELMHOLTZ EQUATION AND HYPERCOMPLEX ANALYSIS. | Marco A. | Macias-Cede'no | MEXICO |
| MULTI-TERM ASYMPTOTIC REPRESENTATION OF THE RIESZ MEASURE OF SUBHARMONIC FUNCTIONS | Polina | Agranovich | UKRAINE |
| A NEW GENERALIZATION OF THE SCALAR POISSON KERNEL IN 2 DIMENSIONS | Serap | Bulut | TURKEY |
| REAL ANALYTIC DEPENDENCE OF THE SINGLE AND DOUBLE LAYER POTENTIALS OF SOME CONSTANT COEFFICIENT ELLIPTIC PARTIAL DIFFERENTIAL OPERATORS UPON PERTURBATION OF THE DENSITY,THE SUPPORT AND THE COEFFICIENTS OF THE OPERATOR | Matteo | Dalla Riva | ITALY |
| THE GEOMETRY OF BLASCHKE PRODUCT MAPPINGS | Dorin | Ghisa | CANADA |
| ON (ALPHA, Q)-HOMEOMORPHISMS | Anatoly | Golberg | ISRAEL |
| ON CHARACTERIZATION OF THE EXTENSION PROPERTY | Alexander | Goncharov | TURKEY |
| ON THE CONVERGENCE OF THE BIEBERBACH POLYNOMIALS ON THE CLOSED DOMAINS | Daniyal | Israfilov | TURKEY |
| ON FINITE DIFFERENCE PROPERTIES OF CONFORMAL MAPPING | Olena | Karupu | UKRANIE |
| THE JUMP PROBLEM ON NON-RECTIFIABLE CURVES AND METRIC DIMENSIONS | Boris | Kats | RUSSIA |
| THE RIEMANN–HILBERT PROBLEM IN WEIGHTED CLASSES OF CAUCHY TYPE INTEGRALS WITH DENSITY FROM LP(¢)(¡) | Vakhtang | Kokilashvili | GEORGIA |
| SINGULAR PERTURBATION PROBLEMS IN POTENTIAL THEORY A FUNCTIONAL ANALYTIC APPROACH | Massimo | Lanza De Cristoforis | ITALY |
| ANALOGUE OF JACKSON-BERNSTEIN'S THEOREM IN L_P ON THE CLOSED CURVES IN THE COMPLEX PLANE | Jamal | Mamedkhanov | AZERBAIJAN |
| CONFORMAL MAPPINGS AND JULIA POLYNOMIALS | Burcin | Oktay | TURKEY |
| COMMUTATIVE ALGEBRAS AND SPATIAL POTENTIAL FIELDS | Sergiy | Plaksa | UKRAINE |
| GROTZSCH'S PROBLEM | Promarz | Tamrazov | UKRANIE |
| SUFFICIENT CONDITIONS FOR STARLIKENESS AND CONVEXITY OF AN ANLYTIC FUNCTION | Nikola | Tuneski | MACEDONIA |
| GEOMETRY OF C-CONVEX SETS | Yuri | Zelinskii | UKRAINE |
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