Stochastic Processes
Definition of Stochastic Processes as it relates to Science, Mathematics, Concrete Mathematics
Stochastic Processes is an area of Concrete Mathematics concerned with systems that evolve over time according to probabilistic laws, making it highly relevant to Science and Mathematics as well. It studies random phenomena characterized by chance or probability, such as random walks, Brownian motion, Markov chains, and Poisson processes. These concepts are fundamental in modeling real-world events like genetics, finance, telecommunications, and neuroscience, making Stochastic Processes an essential tool for understanding complex systems.