IJFANS International Journal of Food and Nutritional Sciences
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Effect of Biostimulants (Azospirillum, Pseudomonas and Bacillus) on the growth and disease suppression of neem Azadirachta indica (A) juss.seedlings
Volume 13 | Issue 4
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“Pigments of Imagination & Color Psychology of Consumers towards Apparel: A Perceptual Study”
Volume 13 | Issue 4
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Exploring The Relationship Between Weather Patterns and Energy Consumption in Smart Homes: A Regression Analysis
Volume 13 | Issue 4
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DEEP LEARNING BASED APPROACH FOR BIRD SPECIES IDENTIFICATION AND CLASSIFICATION
Volume 13 | Issue 4
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ML-DRIVEN WASTE CLASSIFICATION FOR EFFECTIVE ORGANIC AND NON-ORGANIC WASTE MANAGEMENT
Volume 13 | Issue 4
THE UPPER COMPLEMENT CONNECTED EDGE GEODETIC NUMBER OF A GRAPH
Main Article Content
Abstract
A complement connected edge geodetic set of ???? is called a minimal complement connected edge geodetic set of ???? if no proper subset of ???? is a complement connected edge geodetic set of ????. The upper complement connected edge geodetic number ???????????????? + (????) is the maximum cardinality of a minimal complement connected edge geodetic set of ????. Some general properties satisfied by this concept are studied connected graphs of order p ≥ 3 with ???????????????? + (???? to be ???? − 1 is given. It is shown that for every pair of integers ???? and ???? with3 ≤ ???? ≤ ????, there exists a connected graph ???? with ????????????????(????) = ???? and ???????????????? + (????) = ????,where upper complement connected edge geodetic number of a graph.
