Computational algebraic number theory
Advanced Combinatorics and Algebraic Number Theory Symbolic Computation library for JavaScript, Python
An introduction to the basic ideas of commutative algebra
Repository for the FermulerPy core package. Fermulerpy is useful for problems related to various fields of Number Theory.
WORK IN PROGRESS: This grew out of the visualization of imaginary quadratic integer rings project.
Examples of Shintani domains for complex quartic number fields. Moreover, we propose in the folder "Algorithm" an implementation to obtain Shintani domains in complex quartic fields (restriction: unit group without torsion)
Circular units of real abelian fields with four ramified primes.
An implementation of some mathematics of "Class group of Positive-definite Binary Quadratic Forms" in Python 3
Here we give an algorithm to determine Shintani domains for non-totally complex number fields from the signed fundamental domains given in the works of Diaz y Diaz, Espinoza and Friedman. We also present some explicit examples of Shintani domains.
Abelian unramified geometric class field theory
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