
handle: 11449/157207
Neste trabalho apresentamos uma introdução aos processos estocásticos de Markov discretos e suas propriedades, e como uma aplicação, estudamos um modelo probabilístico para o problema da irreversibilidade dos gases, ou modelo da urna de Ehrenfest. Por fim, apresentamos uma modificação deste modelo, cuja abordagem é adaptada para o Ensino Médio.
ln this work we present an introducion to discrete Markov stochastic processes and their properties, and as an application, we study a probabilistic model for the problem of irreversibility of gases, or model of Ehrenfest um. Finally, we present a modification of this model, whose approach is adapted for High School.
Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)
Pós-graduação em Matemática em Rede Nacional - IBILCE
CAPES: 1115211/001
Processo estocástico, Probabilidade, Irreversibilidade dos gases, Stochastic processes, Transition matrices, Markov chain, Cadeia de Markov, Matrizes de transição, Irreversibility of gases, Probability
Processo estocástico, Probabilidade, Irreversibilidade dos gases, Stochastic processes, Transition matrices, Markov chain, Cadeia de Markov, Matrizes de transição, Irreversibility of gases, Probability
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