Create README.md

Author: ShrohanMohapatra

README.md

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+# GameOfLifeALISP
+Some work on the paper, "Automated Lie-algebraic input space partitioning using 
+first-order two-dimensional cellular automata" by me (Shrohan Mohapatra. (2020, June 5). 
+Automated Lie-algebraic input space partitioning using first-order two-dimensional cellular 
+automata. Zenodo. http://doi.org/10.5281/zenodo.3880404), here in the specific example with 
+Game of Life for automated Lie-algebraic input space partitioning.
+
+There have been studies that analyse and apply input space partitioning by categorising them into 
+classes such as equivalence partitioning, boundary value testing, category partitions, domain testing,
+classification trees, etc. This paper proposes a new algorithm for automated input domain modeling with
+randomised test case generation in a classification tree adhering to some Lie-algebraic structures 
+using a scalable parallelised framework of first-order two-dimensional cellular automata that 
+encompasses a large number of test cases simultaneously. As a proof of concept, this computational 
+system is compared to a physical system described by a Yang-Mills theory of hypothetical quanta of 
+certain gauge-invariant fields that follow the symmetries followed by the Lie algebras considered, 
+in the foreground of the chaotic system as a continuum limit of the cellular automata, and the test 
+cases are compared to the corresponding Feynman diagrams. Brief complexity analyses and brief 
+analogies between the proof and the Feynman diagrammatics, algebraic complexity theory, and finite 
+difference methods have also discussed.