Saara Sarsa

most citedNote on an elementary inequality and its application to the regularity of

p

-harmonic functions

1 citations · 2 across the 2 of their papers we have counts for

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math.AP2021★ 1 cited

On the second order regularity of solutions to the parabolic $p$ -Laplace equation

Yawen Feng, Mikko Parviainen, Saara Sarsa

In this paper, we study the second order Sobolev regularity of solutions to the parabolic $p$ -Laplace equation. For any $p$ -parabolic function $u$ , we show that $D(|Du|^{\frac{p-2+…

math.AP2020★ 1 cited

Note on an elementary inequality and its application to the regularity of $p$ -harmonic functions

Saara Sarsa

We study the Sobolev regularity of $p$ -harmonic functions. We show that $∣ D u ∣^{\frac{p - 2 + s}{2}} D u$ belongs to the Sobolev space $W_{l oc}^{1, 2}$ , $s > - 1 - \frac{p - 1}{n - 1}$ , for any $p$ …

On the second order regularity of solutions to the parabolic p-Laplace equation

Note on an elementary inequality and its application to the regularity of p-harmonic functions

On the second order regularity of solutions to the parabolic $p$ -Laplace equation

Note on an elementary inequality and its application to the regularity of $p$ -harmonic functions