Priyanka Rajan

activity

20152017

most citedAlmost Nonnegative Curvature on Some Fake

R P^{6} s

and

R P^{14} s

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

collaborators

3 papers

math.DG2017

Alexandrov Spaces with Integral Current Structure

Maree Jaramillo, Raquel Perales, Priyanka Rajan +2

We endow each closed, orientable Alexandrov space $(X, d)$ with an integral current $T$ of weight equal to 1, $\partial T = 0 an d {(} T) = X$ , in other words, we prove that $(X, d…

math.DG2016

Fake $13$ -projective spaces with cohomogeneity one actions

Chenxu He, Priyanka Rajan

We show that some embedded standard $13$ -spheres in Shimada's exotic $15$ -spheres have $Z_{2}$ quotient spaces, $P^{13}$ s, that are fake real $13$ -dimensional projective spa…

math.DG2015★ 1 cited

Almost Nonnegative Curvature on Some Fake $R P^{6} s$ and $R P^{14} s$

Priyanka Rajan, Frederick Wilhelm

We apply the lifting theorem of Searle and the second author to put metrics of almost nonnegative curvature on the fake RP^{6}s of Hirsch and Milnor and on the analogous fake RP^{1…

Alexandrov Spaces with Integral Current Structure

Fake 13-projective spaces with cohomogeneity one actions

Almost Nonnegative Curvature on Some Fake RP6s and RP14s

Fake $13$ -projective spaces with cohomogeneity one actions

Almost Nonnegative Curvature on Some Fake $R P^{6} s$ and $R P^{14} s$