37 citations · 52 across the 11 of their papers we have counts for
11 papers
Design of microstrip-line coupled kinetic inductance detectors for near infrared astronomy
Shiling Yu, Shibo Shu, Ran Duan +2
Kinetic inductance detectors (KID) have great potential in astronomical observation, such as searching for exoplanets, because of their low noise, fast response and photon counting…
Equivariant deformation quantization and coadjoint orbit method
Naichung Conan Leung, Shilin Yu
The purpose of this paper is to apply deformation quantization to the study of the coadjoint orbit method in the case of real reductive groups. We first prove some general results…
A geometric formula for multiplicities of -types of tempered representations
Peter Hochs, Yanli Song, Shilin Yu
Let be a connected, linear, real reductive Lie group with compact centre. Let be compact. Under a condition on , which holds in particular if is maximal compact, w…
Mackey analogy as deformation of -modules
Shilin Yu
Given a real reductive group Lie group , the Mackey analogy is a bijection between the set of irreducible tempered representations of and the set of ir…
A geometric realisation of tempered representations restricted to maximal compact subgroups
Peter Hochs, Yanli Song, Shilin Yu
Let be a connected, linear, real reductive Lie group with compact centre. Let be maximal compact. For a tempered representation of , we realise the restriction $π|…
Mackey analogy via -modules in the example of
Qijun Tan, Yijun Yao, Shilin Yu
A conjecture by Mackey and Higson claims that there is close relationship between irreducible representations of a real reductive group and those of its Cartan motion group. The ca…
Cumulants of Net-Proton, Net-Kaon and Net-Charge Multiplicity Distributions in Au+Au Collisions at RHIC BES Energies from UrQMD Model
Ji Xu, Shili Yu, Feng Liu +1
Fluctuations of conserved quantities are sensitive observables to probe the signature of QCD phase transition and critical point in heavy-ion collisions. With the UrQMD model, we h…
Todd class via homotopy perturbation theory
Shilin Yu
We compute the quantized cycle class of a closed embedding of complex manifolds defined by Grivaux using homotopy perturbation theory. In the case of a diagonal embedding, our appr…
Dolbeault dga and -algebroid of the formal neighborhood
Shilin Yu
We continue the study the Dolbeault dga of the formal neighborhood of an arbitary closed embedding of complex manifolds previously defined by the author in \cite{DolbeaultDGA}. The…
The Dolbeault dga of the formal neighborhood of the diagonal
Shilin Yu
A well-known theorem of Kapranov states that the Atiyah class of the tangent bundle of a complex manifold makes the shifted tangent bundle into a Lie algebra obje…
Dolbeault dga of a formal neighborhood
Shilin Yu
Inspired by a work of Kapranov, we define the notion of Dolbeault complex of the formal neighborhood of a closed embedding of complex manifolds. This construction allows us to stud…