Enumerative Combinatorics: Recent Advances and Conjectures
Sarita Agarwal, Sunil Kumawat
Source abstract
We have studied a branch of mathematics primarily concerned with counting, arrangement, and combination of elements within sets, and their properties with it’s structures.This paper has a good collection of such Combinatorics, It deals with discrete objects and has connections with the areas of mathematics and science. We have collected all the conjectures and properties related with numbers and the sets.Further we have discussed Kruskal -Katona and Alon- Tarsi conjecture connected with Graph Theory and their interdisciplinary approach.
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