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Friction, Free Axes of Rotation and Entropy., , , , and . Entropy, 19 (3): 123 (2017)From Chaos to Ordering: New Studies in the Shannon Entropy of 2D Patterns., , , , , and . Entropy, 24 (6): 802 (2022)Symmetry and Shannon Measure of Ordering: Paradoxes of Voronoi Tessellation., , and . Entropy, 21 (5): 452 (2019)Is the Voronoi Entropy a True Entropy? Comments on "Entropy, Shannon's Measure of Information and Boltzmann's H-Theorem", Entropy 2017, 19, 48., , and . Entropy, 21 (3): 251 (2019)Shannon Entropy of Ramsey Graphs with up to Six Vertices., , and . Entropy, 25 (10): 1427 (October 2023)Voronoi Tessellations and the Shannon Entropy of the Pentagonal Tilings., , , , and . Entropy, 25 (1): 92 (January 2023)The Continuous Measure of Symmetry as a Dynamic Variable: A New Glance at the Three-Body Problem., , and . Symmetry, 15 (12): 2153 (December 2023)Informational Measure of Symmetry vs. Voronoi Entropy and Continuous Measure of Entropy of the Penrose Tiling. Part II of the "Voronoi Entropy vs. Continuous Measure of Symmetry of the Penrose Tiling"., , , , and . Symmetry, 13 (11): 2146 (2021)Voronoi Entropy vs. Continuous Measure of Symmetry of the Penrose Tiling: Part I. Analysis of the Voronoi Diagrams., , , , and . Symmetry, 13 (9): 1659 (2021)Voronoi Diagrams Generated by the Archimedes Spiral: Fibonacci Numbers, Chirality and Aesthetic Appeal., , , , and . Symmetry, 15 (3): 746 (February 2023)