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[3491] High order fixed-point sweeping WENO methods for steady state of hyperbolic conservation laws and its convergence study

Liang Wu University of Notre Dame Yong-Tao Zhang University of Notre Dame Shuhai Zhang China Aerodynamics Research and Development Center Chi-Wang Shu Brown University

Numerical Analysis and Scientific Computing mathscidoc:1703.25014

Communications in Computational Physics, 20, (4), 835-869, 2016
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[3492] The Birch and Swinnerton-Dyer Conjecture For Q-Curves and Oda's Period Relations

Yu Zhao John Abbbott College Victor Rotger Universitat Polit ` ecnica de Catalunya Henri Darmon McGill University

Number Theory mathscidoc:1703.24012

Geometry and Analysis of Automorphic forms of several variables, Proceedings of the International Symposium in Honor of Takayuki Oda on the Occasion of his 60th birthday, Series on Number Theory and its applications, 7, 1-40, 2012
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[3493] Almost Totally Complex Points on Elliptic Curves

Yu Zhao John Abbott College Victor Rotger Universitat Politecnica de Catalunya, Xavier Guitart Universitat Politecnica de Catalunya

Number Theory mathscidoc:1703.24011

Transactions Amer. Math. Soc, 336, 2773-3802, 2014
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[3494] A third order fast sweeping method with linear computational complexity for Eikonal equations

Liang Wu University of Notre Dame Yong-Tao Zhang University of Notre Dame

Numerical Analysis and Scientific Computing mathscidoc:1703.25013

Journal of Scientific Computing, 62, 198-229, 2015
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[3495] A homotopy method based on WENO schemes for solving steady state problems of hyperbolic conservation laws

Wenrui Hao University of Notre Dame Jonathan D. Hauenstein North Carolina State University Chi-Wang Shu Brown University Andrew J. Sommese University of Notre Dame Zhiliang Xu University of Notre Dame Yong-Tao Zhang University of Notre Dame

Numerical Analysis and Scientific Computing mathscidoc:1703.25012

Journal of Computational Physics, 250, 332-346, 2013
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