IMR2017: # 
Author(s)  Title 

#09  Conte, R.  Generalized Bonnet surfaces and Lax pairs of P_{VI}

#03  Han, G. (with Liu, X.)  On ContinuousTime Gaussian Channels

#05  Huang, D. & Song, J.  Some results on optimal stopping problems for onedimensional regular diffusions

#07  Lau, Y.K (with Wang, Y.)  Absolute Values of LFunctions for GL(N, $\Bbb R$) at the Point 1

#06  Lau, Y.K., Ng, M.H. (with Wang, Y.)  Statistics of Hecke Eigenvalues for GL(n)

#02  Mok, N.  Zariski Closures of Images of Algebraic Subsets under the Uniformization Map on FiniteVolume Quotients of the Complex Unit Ball

#01  Mok, N.  Full cones swept out by minimal rational curves on irreducible Hermitian symmetric spaces as examples of varieties underlying geometric substructures

#17  Mok, N. (with Chan, S.T.)  Asymptotic total geodesy of local holomorphic curves on a bounded symmetric domain in its HarishChandra realization exiting the boundary

#08  Ng, T.W. (with Wu, C.F.)  Nonlinear Loewy Factorizable Algebraic Odes and Hayman’s Conjecture

#10  Song, J. (with Song, X. & Zhang, Q.)  Nonlinear FeynmanKac formulae for SPDEs with spacetime noise

#11  Song, J. (with Xu, F. and Yu, Q.)  Limit theorems for functionals of two independent Gaussian processes

#04  Zang, W. (with Chen, X., Ding, G. & Zhao, Q.)  Ranking Tournaments with No Errors

#14  Zhang, Z. (with Chen, J., Lin, L. & Zhou, X.)  Estimation of exciton diﬀusion lengths of organic semiconductors in random domains

#13  Zhang, Z. (with Chen, J., Lin, L. & Zhou, X.)  TwoParameter Asymptotic Expansions for Elliptic Equations with Small Geometric Perturbation and High Contrast Ratio

#16  Zhang, Z. (with Chung, E.T., Efendiev, Y. & Leung, W.T.)  Clusterbased Generalized Multiscale Finite Element Method for elliptic PDEs with random coeﬃcients

#12  Zhang, Z. (with Li, S.)  Computing eigenvalues and eigenfunctions of Schrödinger equations using a model reduction approach

#15  Zhang, Z. (with Wang, Z. & Xin, J.)  Computing eﬀective diﬀusivity of chaotic and stochastic ﬂows using structure preserving schemes
