What C# can do for studying Finite Groups, quotient groups, semi-direct products, homomorphisms, automorphisms group, characters table, minimalistic rings and fields manipulations, polynomials factoring, fields extensions and many more...
Actual implementation of P-Adic numbers are crafting, and it must be improved. There is many possibilities described very well in many academics papers. Padic numbers are essential for faster polynomial factorization and completed finite group theory study.
Below two links of right implementation of p-adic numbers.
Actual implementation of P-Adic numbers are crafting, and it must be improved. There is many possibilities described very well in many academics papers. Padic numbers are essential for faster polynomial factorization and completed finite group theory study.
Below two links of right implementation of p-adic numbers.