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.

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 and Ananya Pal,  A new family of counterexamples to the Zariski Cancellation Problem in positive characteristic.

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

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

5. Parnashree Ghosh and Neena Gupta, On triviality of an $\A^2$-fibration over a DVR.

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

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