Jason DeVito

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20132026

most citedThe classification of compact simply connected biquotients in dimension 6 and 7

23 citations · 50 across the 20 of their papers we have counts for

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math.DG2014★ 9 cited

The classification and curvature of biquotients of the form $S p (3) // S p (1)^{2}$

Jason DeVito, Robert DeYeso, Michael Ruddy +1

We show there are precisely 15 inhomogeneous biquotients of the form $S p (3) // S p (1)^{2}$ and show that at least 8 of them admit metrics of quasi-positive curvature.

math.DG2014★ 23 cited

The classification of compact simply connected biquotients in dimension 6 and 7

Jason DeVito

We classify all compact simply connected biquotients of dimension 6 and 7. For each $6$ -dimensional biquotient, all pairs of groups $(G, H)$ and homomorphisms $H\rightarrow G\times…

The classification and curvature of biquotients of the form Sp(3)//Sp(1)2

The classification of compact simply connected biquotients in dimension 6 and 7

The classification and curvature of biquotients of the form $S p (3) // S p (1)^{2}$