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    Author
    Li, X (48)
    Abbott, R (34)Acernese, F (34)Ackley, K (34)Adhikari, RX (34)Adya, VB (34)Affeldt, C (34)Agathos, M (34)Aguiar, OD (34)Aiello, L (34)... View MoreSubjectGravitational waves (3)K-theory (3)Neutron stars (3)Pulsars (3)Gravitational wave astronomy (2)Gravitational wave sources (2)gravitational waves (2)Number field (2)Semigroup C*-algebra (2)Amenability (1)... View MoreDate Issued2023 (1)2022 (14)2021 (10)2020 (3)2019 (9)2018 (4)2017 (2)2016 (2)2015 (1)2014 (1)
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    Continuous orbit equivalence rigidity 

    Li, X (2018-06)
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    Cartan subalgebras and the UCT problem 

    Barlak, S; Li, X (2017-08-20)
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    Dynamic characterizations of quasi-isometry and applications to cohomology 

    Li, X (2018)
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    Partial Transformation Groupoids Attached to Graphs and Semigroups 

    Li, X (2017-09)
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    Untitled 

    Abbott, BP; Abbott, R; Abbott, TD; Acernese, F; Ackley, K; Adams, C; Adams, T; Addesso, P; Adhikari, RX; Adya, VB;...
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    A Fermi Gamma-Ray Burst Monitor Search for Electromagnetic Signals Coincident with Gravitational-wave Candidates in Advanced LIGO's First Observing Run 

    Burns, E; Goldstein, A; Hui, CM; Blackburn, L; Briggs, MS; Connaughton, V; Hamburg, R; Kocevski, D; Veres, P; Wilson-Hodge, CA;... (IOP Publishing, 2019-01-20)
    We present a search for prompt gamma-ray counterparts to compact binary coalescence gravitational wave (GW) candidates from Advanced LIGO's first observing run (O1). As demonstrated by the multimessenger observations of ...
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    On K-theoretic invariants of semigroup C*-algebras attached to number fields, Part II 

    Li, X (Elsevier, 2016-03-19)
    This paper continues the study of K-theoretic invariants for semigroup C*-algebras attached to ax+b-semigroups over rings of algebraic integers in number fields. We show that from the semigroup C*-algebra together with its ...
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    On K-theoretic invariants of semigroup C*-algebras attached to number fields 

    Li, X (2014-10-20)
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    On the K-theory of the C*-algebra generated by the left regular representation of an Ore semigroup 

    Cuntz, J; Echterhoff, S; Li, X (2015)
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    Characterization of global fields by Dirichlet L-series 

    Cornelissen, G; de Smit, B; Li, X; Marcolli, M; Smit, H (Springer, 2019-03-01)
    We prove that two global fields are isomorphic if and only if there is an isomorphism of groups of Dirichlet characters that preserves L-series.
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