A few of the unsolved math problems are considered below. Although there are many of

them, the article only talks about two, the Collatz Conjecture and the Magic Square of Squares. 

This paper discusses Zeno’s famous motion paradoxes: Achilles and the Tortoise, the dichotomy, the moving rows, and the moving arrow paradox. The mentioned have one thing in common, all question the reality of elementary notions, such as the existence of motion and time,
and try to challenge the accepted ideas in both mathematics and everyday life. 

This paper discusses the brief history of tessellations, application in modern architecture, mathematics behind and presents several case studies relating to the illustration of application of tessellations in tiling as well as astonishing examples found in a number of locations in the Tbilisi Academy of Fine Arts.

In 1957 two brilliant mathematicians and topology experts Steve Smale and William Thurston presented a revolutionary idea which to an inexperienced person might seem impossible. Their discovery is known under the name of Sphere Eversion and gives proof of how a sphere is able to turn inside out.

The article introduces the principles of robotics and the factors that determine
functionality, efficiency, and cost. The purpose of the article is to explain the basics of industrial robotic arms and the science behind them. The topics explained in the paper are: “The Mechanics”; “The Electronics”; and “The
Choices of Material”; 

To answer the simple question, "why is the night sky dark?" we dive deep into the core of modern cosmology. For ancient astronomers, an assumption of an infinite, static universe conflicted with the night sky's darkness. However, today this question is no longer paradoxical because fundamental aspects of modern-day cosmology can explain it. Heinrich Olbers, a person who formally addressed this paradox, used the concept of absorption to explain his paradox, but the zeroth law of thermodynamics disapproves of his explanation.