Lai Pin-yu (Chinese: 賴品妤; pinyin: Lài Pǐnyú; born 2 March 1992) is a Taiwanese politician and lawyer of the Democratic Progressive Party who was elected to the Legislative Yuan in 2020. She is also a cosplayer.

Apr 23, 2021 · Inside the building where Taiwan’s most powerful elected representatives hold office, Democratic Progressive Party legislator Lai Pin-yu sits patiently on a stool in her office while a woman...

Pages 699-768 from Volume 181 (2015), Issue 2 by Junbin Li, Pin Yu Abstract We show the existence of complete, asymptotically flat Cauchy initial data for the vacuum Einstein field equations, free of trapped surfaces, whose future development must admit a trapped surface.

Pin Yu. "On the rigidity of stationary charged black holes: small perturbations of the non-extremal Kerr–Newman family." J. Differential Geom. 125 (3) 553 - 612, November 2023. https://doi.org/10.4310/jdg/1701804151

Jul 13, 2012 · View a PDF of the paper titled Construction of Cauchy Data of Vacuum Einstein field equations Evolving to Black Holes, by Junbin Li and Pin Yu

Li P’ing Yu leads Shell’s Carbon Capture and Storage business in Asia. She is part of a global team developing CCS projects and opportunities that will be an enabler of Shell’s CCS ambitions, including shaping new emerging positions in the lower carbon products and sectorial decarbonisation.

Pin Yu's 8 research works with 105 citations and 611 reads, including: A Large Data Regime for non-linear Wave Equations

Nov 24, 2019 · Authors: Li Lai, Jiong-Yue Li, Pin Yu View a PDF of the paper titled On the rigidity of stationary charged black holes: small perturbations of the non-extremal Kerr-Newman family, by Li Lai and 1 other authors

Li Ping Yu is a professor in the Chinese department at University of Washington - see what their students are saying about them or leave a rating yourself.

Jul 13, 2012 · By Junbin Li and Pin Yu Abstract We show the existence of complete, asymptotically at Cauchy initial data for the vacuum Einstein eld equations, free of trapped surfaces, whose future development must admit a trapped surface. Moreover, the datum is exactly a constant time slice in Minkowski space-time inside and exactly a