9 citations · 40 across the 19 of their papers we have counts for
20 papers
On the Kashaev--Luo--Vartanov Partition Function for Cusped 3-Manifolds: Asymptotics and a squared norm property
Ka Ho Wong
We study the asymptotic and TQFT-type properties of the Kashaev--Luo--Vartanov (KLV) partition function. We show that the partition function depends on the prescribed angle structu…
Asymptotics aspects of Teichmüller TQFT for generalized FAMED semi-geometric triangulations
Ka Ho Wong
We introduce a generalized FAMED property for ideal triangulations of hyperbolic knot complements in . Given a hyperbolic knot in and a semi-geomet…
Measuring the Debye Energy in Superconductors via two Electron Photoemission Spectroscopy
Ka Ho Wong, Jack Zwettler, Henry Amir +3
We demonstrate theoretically that double angle resolved photoemission spectroscopy (2eARPES) can directly probe the existence of Cooper pairs away from the Fermi surface, and can t…
Generalized Bonahon-Wong-Yang volume conjecture of quantum invariants of surface diffeomorphisms I: the figure eight knot complement
Tushar Pandey, Ka Ho Wong
We propose a generalization of the Bonahon-Wong-Yang volume conjecture of quantum invariants of surface diffeomorphisms, by relating the asymptotics of the invariants with certain…
Competing Higher Order Topological Superconducting Phases in Triangular Lattice Magnet-Superconductor Hybrid Systems
Ka Ho Wong, Jacopo Gliozzi, Mark R. Hirsbrunner +4
We demonstrate that a plethora of higher order topological phases emerge in magnet-superconductor hybrid (MSH) systems through the interplay of a stacked magnetic structure and an…
Geometry of fundamental shadow link complements and applications to the 1-loop conjecture
Tushar Pandey, Ka Ho Wong
We construct a geometric ideal triangulation for every fundamental shadow link complement and solve the gluing equation explicitly in terms of the logarithmic holonomies of the mer…
Competing topological superconducting phases in FeSeTe
Chang Xu, Ka Ho Wong, Eric Mascot +1
We demonstrate that recent angle-resolved photo-emission spectroscopy experiments provide strong evidence for the existence of two competing topological superconducting phases in F…
Higher Order Topological Superconductivity in Magnet-Superconductor Hybrid Systems
Ka Ho Wong, Mark R. Hirsbrunner, Jacopo Gliozzi +4
Quantum engineering of topological superconductors and of the ensuing Majorana zero modes might hold the key for realizing a new paradigm for the implementation of topological quan…
Two-electron photoemission spectroscopy in Topological Superconductors
Ka Ho Wong, Ameya Patwardhan, Peter Abbamonte +2
We demonstrate that the photo-electron counting rate, , measured in two electron coincidence spectroscopy (2-ARPES) experiments, provides unprecedented insight into the…
Shot-noise and differential conductance as signatures of putative topological superconductivity in FeSeTe
Ka Ho Wong, Eric Mascot, Vidya Madhavan +2
We present a theory for the differential shot noise, , as measured via shot-noise scanning tunneling spectroscopy, and the differential conductance, , for tunneling i…
On the asymptotic expansion for the relative Reshetikhin-Turaev invariants of fundamental shadow link pairs
Tushar Pandey, Ka Ho Wong
We study the asymptotic expansion conjecture of the relative Reshetikhin-Turaev invariants proposed in \cite{WY4} for all pairs satisfying the property that …
Computation of leading coefficients in asymptotics of relative quantum invariants
Ka Ho Wong, Tian Yang
We propose Asymptotic Expansion Conjectures of the relative Reshetikhin-Turaev invariants, of the relative Turaev-Viro invariants and of the discrete Fourier transforms of the quan…
Adjoint twisted Reidemeister torsion and Gram matrices
Ka Ho Wong, Tian Yang
We compute the adjoint twisted Reidemeister torsion for closed oriented hyperbolic -manifolds and for hyperbolic -manifolds with toroidal boundary. In our formula, we conside…
Relative Reshetikhin-Turaev invariants, hyperbolic cone metrics and discrete Fourier transforms II
Ka Ho Wong, Tian Yang
We prove the Volume Conjecture for the relative Reshetikhin-Turaev invariants proposed in [29] for all pairs (M,K) such that M\K is homeomorphic to the complement of the figure-8 k…
Relative Reshetikhin-Turaev invariants, hyperbolic cone metrics and discrete Fourier transforms I
Ka Ho Wong, Tian Yang
We propose the Volume Conjecture for the relative Reshetikhin-Turaev invariants of a closed oriented -manifold with a colored framed link inside it whose asymptotic behavior is…
On the Volume Conjecture for hyperbolic Dehn-filled -manifolds along the figure-eight knot
Ka Ho Wong, Tian Yang
Using Ohtsuki's method, we prove the Asymptotic Expansion Conjecture and the Volume Conjecture of the Reshetikhin-Turaev and the Turev-Viro invariants for all hyperbolic -manifo…
Volume conjecture, geometric decomposition and deformation of hyperbolic structures
Ka Ho Wong
In this paper, we study the generalized volume conjecture for the colored Jones polynomials of links with complements containing more than one hyperbolic piece. First of all, we co…
Asymptotics of some quantum invariants of the Whitehead chains
Ka Ho Wong
In this paper, we study the asymptotics of the colored Jones polynomials of the Whitehead chains with one belt colored by and all the clasps colored by evaluated at the…
Asymptotic Behavior of Colored HOMFLY Polynomial of Figure Eight Knot
Ka Ho Wong, Thomas Kwok-Keung Au
In this paper we investigate the asymptotic behavior of the colored HOMFLY polynomial of the figure eight knot associated with the symmetric representation. We establish an analogo…
Asymptotic Behavior of Colored Jones polynomial and Turaev-Viro Invariant of figure eight knot
Ka Ho Wong, Thomas Kwok-Keung Au
In this paper we investigate the asymptotic behavior of the colored Jones polynomials and the Turaev-Viro invariants for the figure eight knot. More precisely, we consider the -…