Research in the arithmetic of function fields is of particular interest. 

Preprints and Publications:

1. Y-T. Chen and C. Namoijam, On the third kind periods for abelian t-modules, preprint. 

2. N. B. Fox, N. H. Fox, H. G. Grundman, R. Lynn, C. Namoijam, and M. Vanderschoot, Elated Numbers, preprint. 

3. O. Gezmis and C. Namoijam, On the transcendence of special values of Goss L-functions attached to Drinfeld modules, submitted for publication. [arXiv]

4. O. Gezmis and C. Namoijam, On the algebraic independence of  logarithms of Anderson t-modules, submitted for publication. [pdf]

5. A. Deines, A. S. Hamakoites, A. Iorga, C. Namoijam, M. Roy, and L. D. Watson, Towards a classification of p^2-discriminant ideal twins over number fields, submitted for publication. [arXiv]

6. J. Fuselier, A. Iezzi, M. Kozek, T. Morrison, and C. Namoijam, Computing supersingular endomorphism rings using inseparable endomorphisms, submitted for publication. [arXiv]

7. C. Namoijam, Algebraic relations among hyperderivatives of periods and logarithms of Drinfeld modules, submitted for publication. [arXiv]

8. C. Namoijam and M. A. Papanikolas, Hyperderivatives of periods and quasi-periods for Anderson t-modules, to appear in Memoirs of the AMS. [arXiv]