Results 1 to 10 of about 804 (189)
Bifurcation of limit cycles for a class of quintic Hamiltonian systems with quartic perturbed terms
By using the method of detection function and numerical calculation, the bifurcation of limit cycles for a class of quintic Hamiltonian systems under quartic perturbations was studied.
HE Qing, ZHANG Jingtao, HONG Xiaochun
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Duality and transport for supersymmetric graphene from the hemisphere partition function
We use localization to compute the partition function of a four dimensional, supersymmetric, abelian gauge theory on a hemisphere coupled to charged matter on the boundary.
Rajesh Kumar Gupta +2 more
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The 3d twisted index and wall-crossing
We study the twisted index of 3d $\mathcal{N}=2$ supersymmetric gauge theories on $S^1 \times \Sigma$ in the presence of a real FI parameter deformation. This parameter induces a 1d FI parameter for the effective supersymmetric quantum mechanics on $S^1$.
Mathew Bullimore, Andrea E.V. Ferrari, Heeyeon Kim
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The static quark potential from the gauge independent Abelian decomposition
We investigate the relationship between colour confinement and the gauge independent Cho–Duan–Ge Abelian decomposition. The decomposition is defined in terms of a colour field n; the principle novelty of our study is that we have used a unique definition
Nigel Cundy +3 more
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Sharp Bound of the Number of Zeros for a Liénard System with a Heteroclinic Loop
In the presented paper, the Abelian integral Ih of a Liénard system is investigated, with a heteroclinic loop passing through a nilpotent saddle. By using a new algebraic criterion, we try to find the least upper bound of the number of limit cycles ...
Junning Cai, Minzhi Wei, Guoping Pang
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Multi-centered black holes, scaling solutions and pure-Higgs indices from localization
The Coulomb Branch Formula conjecturally expresses the refined Witten index for $N=4$ Quiver Quantum Mechanics as a sum over multi-centered collinear black hole solutions, weighted by so-called `single-centered' or `pure-Higgs' indices, and suitably ...
Guillaume Beaujard, Swapnamay Mondal, Boris Pioline
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In present paper, the number of zeros of the Abelian integral is studied, which is for some perturbed Hamiltonian system of degree 6. We prove the generating elements of the Abelian integral from a Chebyshev system of accuracy of 3; therefore there are ...
Minzhi Wei, Junning Cai, Hongying Zhu
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Interaction of non-Abelian tensor gauge fields
The non-Abelian tensor gauge fields take value in extended Poincaré algebra. In order to define the invariant Lagrangian we introduce a vector variable in two alternative ways: through the transversal representation of the extended Poincaré algebra and ...
George Savvidy
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Integral Cayley Sum Graphs and Groups
For any positive integer k, let Ak denote the set of finite abelian groups G such that for any subgroup H of G all Cayley sum graphs CayS(H, S) are integral if |S| = k. A finite abelian group G is called Cayley sum integral if for any subgroup H of G all
Ma Xuanlong, Wang Kaishun
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Inversion of GPS meteorology data [PDF]
The GPS meteorology (GPS/MET) experiment, led by the Universities Corporation for Atmospheric Research (UCAR), consists of a GPS receiver aboard a low earth orbit (LEO) satellite which was launched on 3 April 1995.
K. Hocke
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