Major Problem - Solving Applications of Discrete Mathematics Using Logic Operations in Computer Science: A Critical Study

A discrete mathematics structure is included in computer science. It mainly includes the elementary logic and set theory, relations, functions, counting argument, graph theory, circuit graph, probability, and algebra. Discrete mathematics majorly focuses on proofs and problem-solving in computer science. The calculus and algebra are the main utilizations of discrete mathematics. The essential; systems learned in discrete math can be applied to a wide range of fields. Discrete mathematics is the section of science focused on the study of discrete objects. In this article, we critically analyze “problem-solving applications of discrete math with the help of logical operation in a computer”. Algorithms are the rules by which a computer operates. These rules is created through the laws of discrete mathematics. A computer programmer uses discrete math to design efficient algorithms. This design includes applying discrete math to determine the number of steps an algorithm needs to complete, which implies the speed of the algorithm. Because of discrete mathematical applications in algorithms, today's computers run faster than ever before.