Changningphaabi Namoijam

collaborators

3 papers

math.NT2026

Linear equations on $t$ -modules

Yen-Tsung Chen, Wei-Cheng Huang, Changningphaabi Namoijam

Let $F$ be a number field. Given finitely many $F$ -valued points on a commutative algebraic group defined over $F$ , a question of interest to number theorists is the determination…

math.NT2024

Elated Numbers

N. Bradley Fox, Nathan H. Fox, Helen G. Grundman +3

For a base $b \geq 2$ , the $b$ -elated function, $E_{2, b}$ , maps a positive integer written in base $b$ to the product of its leading digit and the sum of the squares of its digits.…

math.NT2024

On the third kind periods for abelian $t$ -modules

Yen-Tsung Chen, Changningphaabi Namoijam

Inspired by the relations between periods of elliptic integrals of the third kind and the periods of the extensions of the corresponding elliptic curves by the multiplicative group…

Linear equations on t-modules

Elated Numbers

On the third kind periods for abelian t-modules

Linear equations on $t$ -modules

On the third kind periods for abelian $t$ -modules