Ph.D Thesis: 

Parnashree Ghosh, Applications of Exponential maps to Epimorphism and Cancellation Problems, 2024.

Publications in refereed journals:

      1. Parnashree Ghosh and Neena Gupta,  On the triviality of a family of linear hyperplanes, Advances in Mathematics, 428 (2023), paper no- 109166.

      2. Parnashree Ghosh and Neena Gupta,  On generalised Danielewski and Asanuma varieties,  Journal of Algebra, 632 (2023), 226 - 250.

      3. Parnashree Ghosh and Neena Gupta, On triviality of an $\A^2$-fibration over a DVR, Nagoya Mathematical Journal, (2025), 1-7, DOI 10.1017/nmj.2025.10085. 

    4. Parnashree Ghosh and Ananya Pal,  A new family of counterexamples to the Zariski Cancellation Problem in positive characteristic, To appear in Proceedings of the American Mathematical Society.

Preprints:

        1. Adrien Dubouloz and Parnashree Ghosh, Algebraic families of higher dimensional  $\mathbb{A}^{1}$-contractible affine varieties non-isomorphic to affine spaces .    

        2. Parnashree Ghosh, Neena Gupta and Ananya Pal,  On embedding of linear hypersurfaces.

3. Parnashree Ghosh, Neena Gupta and Ananya Pal, On family of affine threefolds $a(x)y-F(x,z,t)=0$.

4. Parnashree Ghosh and Dibyendu Mondal, Characterization and Non-cancellation property of Danielewski type.

5. Parnashree Ghosh, Some results on homogeneous locally nilpotent $R$-derivations on $R[X,Y,Z]$.