Yew Kam Ho
Academia Sinica
352 Papers
2.2K Citations
Yew Kam Ho is an academic researcher from Academia Sinica. The author has contributed to research in topics: Excited state & Resonance (particle physics). The author has an hindex of 38, co-authored 337 publications. Previous affiliations of Yew Kam Ho include Goddard Space Flight Center & National Taiwan University.
Chat about Author
Papers
Accurate calculation of multipole polarizabilities for one-electron atom in Debye plasmas
TL;DR: In this paper, the electric multipole polarizabilities of one-electron atoms embedded in weakly coupled Debye plasmas are calculated in the non-relativistic framework.
D-Wave Resonances in Three-Body System Ps− with Pure Coulomb and Screened Coulomb (Yukawa) Potentials
Sabyasachi Kar,Yew Kam Ho +1 more
TL;DR: In this paper, the doubly excited 1De resonance states of Ps− interacting with pure Coulomb and screened Coulomb potentials employing highly correlated wavefunctions were investigated, in the framework of stabilization method and complex coordinate rotation method.
Doubly excited shape resonances in H
Yew Kam Ho,Anand K. Bhatia +1 more
TL;DR: The method of complex-coordinate rotation is used to investigate doubly excited shape resonances in H - and resonance parameters for the 1 P o shape resonance lying above the n=2 hydrogen threshold are calculated using Hylleraas-type wave functions.
Photoionization of the excited He atom in Debye plasmas
Satyabrata Sahoo,Yew Kam Ho +1 more
TL;DR: In this paper, the authors presented theoretical photoionization cross sections for He 1s2s 1 S and He 1 s2p 1 P states in a Debye plasma environment by the complex coordinate rotation method, using a finite L 2 basis set constructed from one electron Laguerre orbitals.
Ground states and doubly excited resonance states of H - embedded in dense quantum plasmas
Arijit Ghoshal,Yew Kam Ho +1 more
TL;DR: In this article, the ground states and the 2s21Se resonance states of H− in dense quantum plasmas were determined within the framework of Ritz's variational principle by employing highly correlated wavefunctions to take into account the correlation effect of the charged particles.