<p>In this paper we verify a connection between fuzzy sets, biological inheritance and hyperstructures. We analyse the second type Supplementary of non-Mendelian inheritance also simple inheritance and determine the sequences of join spaces and fuzzy sets associated to each of its types, focusing on the calculation of their lengths that is called the fuzzy grade of <i>H</i>.</p>

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Fuzzy subsets of different kinds of simple and non-Mendelian inheritance

  • Elham Hassani Sadrabadi,
  • Bijan Davvaz

摘要

In this paper we verify a connection between fuzzy sets, biological inheritance and hyperstructures. We analyse the second type Supplementary of non-Mendelian inheritance also simple inheritance and determine the sequences of join spaces and fuzzy sets associated to each of its types, focusing on the calculation of their lengths that is called the fuzzy grade of H.