📄 Abstract
Any topological space endowed with a metric (H,g) for a Euler-Poincare^ polyhedral equation RHS of Xâ?¡2-2g=0 for the throat â?? can twist in and out from the genus by making a knot for a time evolution {Tâ??}â?ªâ?? for a transition from Î?N to NM.
🏷️ Keywords
📚 How to Cite:
Sanjeevan Singha Roy, Deep Bhattacharjee, Saptashaw Das , KNOT THEORETIC CLOSURE FOR A DEFINITE METRIC IN A FINITE TIME , Volume 8 , Issue 4, april 2023, EPRA International Journal of Research & Development (IJRD) , DOI: https://doi.org/10.36713/epra13028