## Presentations and Authors

Last name A B C D E F G H I J K L M N O P Q R S T U V W X Y Z All
Track:

#### Plenary Session

 Pólya's method to construct Voronoi diagrams Rikard Bøgvad
 Voronoi diagrams and related concepts in optimization Sergiy Butenko
 Zeta functions of discrete self-similar sets and applications Driss Essouabri
 Our Voronoi Universe Vincent Icke
 Molecular geometry and its operating system: An emerging application of Voronoi diagrams Deok-Soo Kim
 The Hausdorff dimension of sets of numbers defined by their $Q$-Cantor series expansions Bill Mance
 On fractal faithfulness of Vitali coverings, DP-transformations and fractal properties of singular measures Grygoriy Torbin
 Advantages of a circular boundary representation for applications in computational geometry Bastian Weiß

#### Section 1: Number Theory

 $p$-adic $L$-functions and $p$-adic (multiple) zeta values Nikolaj Glazunov
 Specials values of some partial twisted zeta functions associated to polynomials Christoper Jesus Salinas Zavala
 The investigation of Euler's totient function preimages Ruslan Skuratovskii, Dmitriy Rudenko

#### Section 3a: Voronoi Diagrams. Theoretical Aspects

 A definition of the generalized Voronoi diagrams with the optimal placement of generator points with the employment of the optimal set partitioning method Elena M. Kiseleva, Liudmyla L. Hart, Olha M. Prytomanova, Sergey V. Zhuravel
 Fill the space by convex polyhedra Anatoliy Turbin

#### Section 3b: Voronoi Diagrams. Applications

 Voronoi-based skeleton for segmenting the network of biological neurons [remote lecture] Dmytro Kotsur, Vasyl Tereshchenko
 Topological characteristics of disordered carbon Alexander D. Rud, Inna M. Kirian, Andrii M. Lakhnik
 On small world Non-Sunada twins and cellular Voronoi diagrams [remote lecture] Vasyl Ustymenko
 Voronoi tessellation in a spatial galaxy distribution Iryna Vavilova, Andrii Elyiv, Daria Dobrycheva, Olga Melnyk

#### Section 4: Fractal Analysis and Fractal Geometry

 Analysis of fractional-differential models of the solutions dynamics in inhomogeneous media Kateryna Bozhonok, Valentyn Bilenko, Svitlana Dzyadyk
 Continuous transformations preserving tails of an $A$-continued fraction representation of numbers Artem Chuikov, Mykola Pratsiovytyi
 On faithfulness of fine covering families generated by $I$-$Q_\infty$-representation Iryna Harko, Grygoriy Torbin
 Functions generated by the Lüroth series and some of their properties Yevheniia Kalashnikova
 Lebesgue structure of asymmetric Bernoulli convolutions based on Jacobsthal–Lucas sequence Dmytro Karvatsky
 On fractal properties of probability measures generated by ML-expansions Maryna Lupain
 Cantorvals and incomplete sums of positive series Vita Markitan, Ihor Savchenko
 Essentially non-normal numbers for Cantor series expansions Roman Nikiforov
 Cantor type functions that have not monotonicity intervals except for constancy intervals Mykola Pratsiovytyi, Olga Svynchuk
 Hausdorff dimension of the probability measure with independent $Q_\infty$-symbols Olena Smiian
 On problem of singularity of distributions with independent symbols of $F$-expansion Liliia Sydoruk
 Structural and self-similar properties of representatives of one class of fractal functions and distributions of their values Sofiia Ratushniak
 On metric and dimensional theories of ICS-expansions Olha Vaskova, Grygoriy Torbin

#### Poster Session

 On geometric Cantor series expansions and fractal properties of related probability measures Nadiya Balytska, Grygoriy Torbin
 Representation of real numbers in Cantor system related to binary series and Fibonacci sequence Olga Bondarenko
 On new phenomena related to fractal properties of infinite Bernoulli convolutions with essential overlaps Ganna Ivanenko, Grygoriy Torbin
 The distributions of values of functions of the Cantor type related to Ostrogradsky and Sylvester series Iryna Lysenko, Yanina Goncharenko, Mykola Pratsiovytyi
 A generalization of the Walsh series by means of $Q_2$-representation of real numbers Mykola Pratsiovytyi, Julia Maslova
 Fractal properties of one class of nonmonotonic singular functions of Cantor's type Svitlana Vaskevych
 Properties of the family of continuous functions preserving a $Q_s$-digit with accumulation Natalya Vasylenko, Irina Zamriy
 On the natural analogues of two classical Weyl’s theorems Mark Zeldich

#### Round Table

 The dynamic complexity paradigm of large distributed systems and Voronoi lattices Vladimir Saptsin
 G. F. Voronoy’s creativity in scientific issues of his followers and destinies of descendants Iryna Voronaya, Vladimir Saptsin