This is the preliminary schedule of the summer school. Please note that this may change.

August 18, Tuesday
09:30-11:00 Zakharyuta: Transfinite diameter, Chebyshev constants, and capacities in C^n
C.B.
11:15-12:45 Boyvalenkov: LP approach, Levenshtein bounds on maximal codes and Delsarte-Goethals-Seidel bounds on minimal designs
L.B.
14:15-15:45 Dragnev: Energy bounds for spherical codes, test functions and LP optimality
C.B.
15:55-17:25 Danka: Potential theory and asymptotics for orthogonal polynomials



August 19, Wednesday
9:30-11:00 Farkas: Chebyshev constants, energies, rendezvous numbers
and the transfinite diameter
C.B.
11:20-12:20 Horvath: $p$-transfinite Diameter and $p$-Chebyshev
Constant in Locally Compact Spaces

L.B.

14:00-15:00 Dragnev: External field energy problems on the sphere and
minimal energy points separation

Exhibition

19:00- Banquet


August 20, Thursday
09:30-10:30 Boyvalenkov: Energy bounds for spherical designs, energy bounds in Hamming spaces
C.B.
10:50-11:50 Dragnev: Levenshtein-type bounds for codes with inner products in prescribed interval
L.B.
13:30-14:15 Revesz: On a potential theoretic flavoured equilibrium problem I
14:20-15:20 Ikonomov: On the limit zero distribution of type I Hermite-Pade polynomials
C.B.
15:40-16:25 Piazzon: A survey on the Bernstein Markov Property I
16:30-17:30 Trybula: Estimates of the Bergman distance on Dini-smooth bounded planar domains
C.B. (buffet)
18:00-19:00 Zwonek: Applications of the logarithmic capacity in one-dimensional problems concerning the Bergman kernel and metric

Fireworks



August 21, Friday
09:30-10:30 Kosinski: Cyclic polynomials in two variables
C.B.
10:50-11:50 Ivanov: Nonlinear $n$-term Approximation by Newtonian Potentials
12:00-12:45 Goncharov: Widom factors
L.B.
14:15-15:00 Revesz: On a potential theoretic flavoured equilibrium problem II
15:10-15:55 Piazzon: A survey on the Bernstein Markov Property I (cont.)

Sightseeing II



August 22, Saturday

09:30-10:30 Arestov, Deikalova: The norm of the generalized translation operator and Nikol'skii type inequality for algebraic polynomials on an interval
C.B.
10:50-11:35 Goncharov: Orthogonal polynomials on Cantor-type sets
11:45-12:45 Piazzon: A survey on the Bernstein Markov Property II
L.B.

Social program



August 23, Sunday

10:50-11:50 Edigarian: TBA
C.B.
12:10-13:10 Shcherbina: Cores of domains, their properties and applications


Here C.B. stands for coffee break, L.B. is for lunch break.