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A Theoretical Perception on Interval Valued Fuzzy β-Subalgebraic Topology

  • P. Muralikrishna,
  • P. Hemavathi,
  • K. Palanivel,
  • R. Vinodkumar

摘要

Zadeh proposed a generalization of fuzzy_ set (F_S) as interval _valued _fuzzy _set (i_v F_S). J. Neggers and H. S. Kim presented the algebra called β_algebras where two operations are coupled. The concept of subalgebra on β _algebras is discussed in this work by linking together the ideas of interval_ valued_ fuzzy_ β_algebras (i_v_f_ β_algebras) and interval_ valued _fuzzy topological spaces (i_v FTS).