Institutional Repository, Rajeev Gandhi Govt. Post Graduate College Ambikapur, Distt. Surguja, Chhattisgarh(India), Pin Code - 497001-Dr. Sangeeta Pandey
Dr. Sangeeta Pandey
Title
Lower Bounds of Functional Mean Code Word Length in Fuzzy Set
Author(s)
, Dr. Sangeeta Pandey
Issue Date
01-01-2021
Citation
-
Document Abstract
In the present paper, we find lower bound of functional mean code word length in fuzzy set with existing knowledge of different code word length. We know that lower bound of functional mean code word length is measure of fuzzy entropy which satisfy all different properties of itself. By finding lower bounds of different mean code word length, different measure of entropies in fuzzy set can be found which are very important in present . Keywords: Mean code word length, Kraft’s inequality, measure of entropy and fuzzy entropy, measure of directed divergence and fuzzy directed divergence,
Language
English
Document Year
2021
Subject Name
Mathematics
Publisher Name
International Journal of Applied Research In Applied Science & Engineering Technology
Rights :
International Journal of Research in Applied Science and Engineering Technology (IJRASET)