UCR

Mathematics



Wee Liang Gan Publications


Technical Publications

Journal Articles

    1. Gan, W., Ginzburg, V. 2002. "Quantization of Slodowy Slices". International Math Research Notices. p.243-255. (Refereed)  

    2. Gan, W. 2003. "Koszul Duality for Dioperads". Math Research Letters. p.109-124. (Refereed)  

    3. Gan, W., Ginzburg, V. 2004. "Hamiltonian Reduction and Maurer-Cartan Equations". Moscow Math J. p.719-727. (Refereed)  

    4. Gan, W., Ginzburg, V. 2005. "Deformed preprojective algebras and symplectic reflection algebras for wreath products". J Algebra. p.350-363. (Refereed)  

    5. Etingof, P., Gan, W., Ginzburg, V. 2005. "Continuous Hecke Algebras". Transformation Groups. p.423-447. (Refereed)  

    6. Gan, W. 2005. "On a Theorem of Conant-Vogtmann". Math Research Letters. p.749-757. (Refereed)  

    7. Gan, W., Ginzburg, V. 2006. "Almost-Commuting Variety, D-Modules, and Cherednik Algebras". International Math Research Papers. p.1-54. (Refereed)  

    8. Gan, W. 2006. Reflection functors and symplectic reflection algebras for wreath products. Advances in Math. p.599-630. (Refereed)  

    9. Etingof, P., Gan, W., Oblomkov, A. 2006. "Generalized Double Affine Hecke Algebras of Higher Rank". Crelle's J. p.177-201. (Refereed)  

    10. Gan, W. 2007. "Chevalley Restriction Theorem for the Cyclic Quiver". Manuscripta Math. p.131-134. 4p. (Refereed)   

    11. Gan, W., Khare, A. 2007. "Quantized symplectic oscillator algebras of rank one". Journal of Algebra. p.671-707. (Refereed) 

(In Press)

    1. Etingof, P., Gan, W., Ginzburg, V., Oblomkov, A. "Harish-Chandra Homomorphisms and Symplectic Reflection Algebras for Wreath-Products". "Publ. Math. de IHES". (Accepted 01/01/2007. 50 manuscript pages.) (Refereed)  

  


General Campus Information

University of California, Riverside
900 University Ave.
Riverside, CA 92521
Tel: (951) 827-1012

Career Opportunities

Department Information

Department of Mathematics
Surge 202

Tel: (951) 827-3113
Fax: (951) 827-7314
Office Hours: 8:30–11:45AM, 1–4:45PM

Footer