R. Dhara

collaborators

3 papers

math.AP2025

Normalised solutions for $p$ -Laplacian equations with $L^{p}$ -supercritical growth

Raj Narayan Dhara, Matteo Rizzi

For $N \geq 3$ and $2 < p < N$ , we find normalised solutions to the equation \begin{align*} -Δ_p u+(1+V(x))|u|^{p-2}u+λu&=|u|^{q-2}u\qquad\text{in $R^{N}$ }\\ \|u\|_2&=ρ\end{align*…

math.CA2021

Dynamical system related to primal-dual splitting projection methods

Ewa M. Bednarczuk, Raj Narayan Dhara, Krzysztof E. Rutkowski

We introduce a dynamical system to the problem of finding zeros of the sum of two maximally monotone operators. We investigate the existence, uniqueness and extendability of soluti…

math.AP2018

Waves of maximal height for a class of nonlocal equations with homogeneous symbols

Gabriele Bruell, Raj Narayan Dhara

We discuss the existence and regularity of periodic traveling-wave solutions of a class of nonlocal equations with homogeneous symbol of order $- r$ , where $r > 1$ . Based on the prope…

Normalised solutions for p-Laplacian equations with Lp-supercritical growth

Dynamical system related to primal-dual splitting projection methods

Waves of maximal height for a class of nonlocal equations with homogeneous symbols

Normalised solutions for $p$ -Laplacian equations with $L^{p}$ -supercritical growth