S. Terzić

activity

20032020

most citedTopology and geometry of the canonical action of

T^{4}

on the complex Grassmannian

G_{4, 2}

and the complex projective space

C P^{5}

15 citations · 17 across the 10 of their papers we have counts for

collaborators

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12 papers · 1 filter

math.AT2020

A resolution of singularities for the orbit spaces $G_{n, 2} / T^{n}$

Victor M. Buchstaber, Svjetlana Terzic

The problem of the description of the orbit space $X_{n} = G_{n, 2} / T^{n}$ for the standard action of the torus $T^{n}$ on a complex Grassmann manifold $G_{n, 2}$ is widely known and it…

math.AT2018

Toric topology of the complex Grassmann manifolds

Victor M. Buchstaber, Svjetlana Terzic

The family of the complex Grassmann manifolds $G_{n, k}$ with a canonical action of the torus $T^{n} = T^{n}$ and the analogue of the moment map $μ : G_{n, k} \to Δ_{n, k}$ for the…

math.AT2016

The rational homology ring of the based loop space of the gauge groups and the spaces of connections on a four-manifold

Svjetlana Terzic

We provide the rational-homotopic proof that the ranks of the homotopy groups of a simply connected four-manifold depend only on its second Betti number. We also consider the based…

math.AT2016

Geometric formality of rationally elliptic manifolds in small dimensions

Svjetlana Terzic

We classify simply connected rationally elliptic manifolds of dimension five and those of dimension six with small Betti numbers from the point of view of their rational cohomology…

math.AT2014★ 15 cited

Topology and geometry of the canonical action of $T^{4}$ on the complex Grassmannian $G_{4, 2}$ and the complex projective space $C P^{5}$

Victor M. Buchstaber, Svjetlana Terzic

We consider the canonical action of the compact torus $T^{4}$ on the Grassmann manifold $G_{4, 2}$ and prove that the orbit space $G_{4, 2} / T^{4}$ is homeomorphic to the sphere $S^{5}$ . We…

math.AT2011

The integral homology ring of the based loop space on some generalised symmetric spaces

Jelena Grbic, Svjetlana Terzic

In this paper we calculate the integral Pontrjagin homology ring of the based loop space on some generalised symmetric spaces with a toral stationary subgroup. In the Appendix we s…

A resolution of singularities for the orbit spaces Gn,2​/Tn

Toric topology of the complex Grassmann manifolds

The rational homology ring of the based loop space of the gauge groups and the spaces of connections on a four-manifold

Geometric formality of rationally elliptic manifolds in small dimensions

Topology and geometry of the canonical action of T4 on the complex Grassmannian G4,2​ and the complex projective space CP5

The integral homology ring of the based loop space on some generalised symmetric spaces

A resolution of singularities for the orbit spaces $G_{n, 2} / T^{n}$

Topology and geometry of the canonical action of $T^{4}$ on the complex Grassmannian $G_{4, 2}$ and the complex projective space $C P^{5}$