Sajad
Moradian

My interest in mathematics books started before I reached the higher education level at university. Consequently, I spent a great deal of time and effort learning mathematics in depth by challenging difficult problems related to school and high school courses. Mathematical and physical principles are the foundation of engineering. I therefore chose to major in electronic engineering at the first level of my university education. As a result of my work on robotics, I was involved in the production of hexagon robots during that period. During my master’s degree in electronics engineering, I developed fault-tolerant methods and redundancy for my hexagon robot so that it can walk more reliably. During this period, I published a number of articles related to my research. During my next engineering graduation at two other universities, I expanded my knowledge of fluid mechanics and chemistry pertinent to my new position. During my Ph.D. at the first-ranked University of Iran, I used the same methods of fault-tolerant and redundant sequencing to increase the accuracy of DNA sequences in 2D nanopores that I used during my previous graduation level. There is a possibility of using all redundancy and fault-tolerant methods in many research fields in order to address the system’s important factors, such as reliability, fault tolerance, accuracy, stability, etc.