Connecting Statistics, Probability, Algebra and Discrete Mathematics
In this paper, we connect four different branches of Mathematics: Statistics, Probability, Algebra and Discrete Mathematics with the objective of introducing new results on Markov chains and evolution algebras obtained by following a relatively new line of research, already dealt with by several aut...
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| Veröffentlicht in: | arXiv.org 2021-01 |
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| creator | López-Blázquez, Fernando Núñez-Valdés, Juan Recacha, Silvia María Trinidad Villar-Liñán |
| description | In this paper, we connect four different branches of Mathematics: Statistics, Probability, Algebra and Discrete Mathematics with the objective of introducing new results on Markov chains and evolution algebras obtained by following a relatively new line of research, already dealt with by several authors. It consists of the use of certain directed graphs to facilitate the study of Markov chains and evolution algebras, as well as to use each of the three objects to make easier the study of the other two. |
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| subjects | Algebra Combinatorics Evolution Graph theory Markov analysis Markov chains Mathematical analysis Mathematics |
| title | Connecting Statistics, Probability, Algebra and Discrete Mathematics |
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