Global rigidity of direction-length frameworks
Clinch, K
Jackson, B
Keevash, P
Journal of Combinatorial Theory Series B
volume 145
145-168
(Nov 2020)
Evidence of initial success for China exiting COVID-19 social distancing policy after achieving containment.
Ainslie, K
Walters, C
Fu, H
Bhatia, S
Wang, H
Xi, X
Baguelin, M
Bhatt, S
Boonyasiri, A
Boyd, O
Cattarino, L
Ciavarella, C
Cucunuba, Z
Cuomo-Dannenburg, G
Dighe, A
Dorigatti, I
van Elsland, S
FitzJohn, R
Gaythorpe, K
Ghani, A
Green, W
Hamlet, A
Hinsley, W
Imai, N
Jorgensen, D
Knock, E
Laydon, D
Nedjati-Gilani, G
Okell, L
Siveroni, I
Thompson, H
Unwin, H
Verity, R
Vollmer, M
Walker, P
Wang, Y
Watson, O
Whittaker, C
Winskill, P
Donnelly, C
Ferguson, N
Riley, S
Wellcome open research
volume 5
81
(Jan 2020)
Uniformly bounded maximal φ \varphi -disks, Bers space and harmonic maps
Anić, I
Marković, V
Mateljević, M
Proceedings of the American Mathematical Society
volume 128
issue 10
2947-2956
(07 Apr 2000)
Extremal problems for quasiconformal maps of punctured plane domains
Marković, V
Transactions of the American Mathematical Society
volume 354
issue 4
1631-1650
(19 Apr 2002)
A new version of the main inequality and the uniqueness of harmonic maps
Marković, V
Mateljević, M
Journal d'Analyse Mathématique
volume 79
issue 1
315-334
(Dec 1999)
Unique extremality in the tangent space of the universal teichmuller space
Bozin, V
Marković, V
Mateljevic, M
Integral Transforms and Special Functions
volume 6
issue 1-4
145-149
(Mar 1998)
Distance between domains in the sense of Lehto is not a metric
Božin, V
Marković, V
Annales Academiae Scientiarum Fennicae Mathematica
volume 24
issue 1
3-10
(01 Dec 1999)
Unique extremality
Božin, V
Lakic, N
Marković, V
Mateljević, M
Journal d'Analyse Mathématique
volume 75
issue 1
299-338
(Dec 1998)
Counting essential surfaces in a closed hyperbolic three-manifold
Kahn, J
Marković, V
Geometry & Topology
volume 16
issue 1
601-624
(08 Apr 2012)
Mon, 15 Jun 2020
12:45
12:45
Virtual
SQCD and pairs of pants --- ZOOM SEMINAR
Shlomo Razamat
(Technion)
Abstract
We will show that minimally supersymmetric SU(N+2) SQCD models in the middle of the conformal window can be engineered by compactifying certain 6d SCFTs on three punctured spheres. The geometric construction of the 4d theories predicts numerous interesting strong coupling effects, such as IR symmetry enhancements and duality. We will discuss this interplay between simple geometric and group theoretic considerations and complicated field theoretic strong coupling phenomena. For example, one of the dualities arising geometrically from different pair-of-pants decompositions of a four punctured sphere is an $SU(N+2)$ generalization of the Intriligator-Pouliot duality of $SU(2)$ SQCD with $N_f=4$, which is a degenerate, $N=0$, instance of our discussion.