Institute of Mathematical Research |
IMR2018: # | Author(s) | Title |
---|---|---|
#01 | Liu, T. & Han, G. | Feedback Capacity of Stationary Gaussian Channels Further Examined |
#02 | Zhang, Z. (with Wang, Z., Luo, X. & Yau, S.S.-T.) | Proper orthogonal decomposition method to nonlinear filtering problems in medium-high dimension |
#03 | Zhang, Z. (with Rosakis, P., Hou, T.Y. & Ravichandran, G.) | A Minimal Mechanosensing Model Predicts Keratocyte Evolution on Flexible Substrates |
#04 | Zhang, Z. (with Chunga, E.T. & Puna, S.-M.) | An adaptive dynamically low-dimensional approximation method for multiscale stochastic diﬀusion equations |
#05 | Han, G. (with Courtade, T.A. & Wu, Y.) | Counterexample to the Vector Generalization of Costa's EPI, and Partial Resolution |
#06 | Song, J. (with Balan, R.M. & Quer-Sardanyons, L.) | Existence of density for the stochastic wave equation with space-time homogeneous Gaussian noise |
#07 | Mok, N. | Some Recent Results on Holomorphic Isometries of the Complex Unit Ball into Bounded Symmetric Domains and Related Problems |
#08 | Cai, K. & Han, G. | An Optimization Approach to the Langberg-Médard Multiple Unicast Conjecture |
#09 | Zhang, Z. & Ma, D. (with Hou, T.Y.) | A model reduction method for multiscale elliptic PDEs with random coeﬃcients using an optimization approach |
#10 | Chan, S.-T. & Mok, N. | Asymptotic total geodesy of local holomorphic curves exiting a bounded symmetric domain and applications to a uniformization problem for algebraic subsets |
#11 | Zhang, Z. (with Gao, X. & Ying, W.) | An efficient numerical method for uncertainty quantification in cardiology models |
#12 | Ma, D., Ching, W.-K. & Zhang, Z. | Proper orthogonal decomposition method for multiscale elliptic PDEs with random coefficients |
#13 | Zhang, Z. & Wang, Z. (with Xin, J.) | Sharp uniform in time error estimate on a stochastic structure-preserving Lagrangian method and computation of effective diffusivity in 3D chaotic ﬂows |
#14 | Zang, W. (with Chen, X. & Zhao, Q.) | Densities, Matchings, and Fractional Edge-Colorings |
IMR2017: # | Author(s) | Title |
---|---|---|
#01 | Mok, N. | Full cones swept out by minimal rational curves on irreducible Hermitian symmetric spaces as examples of varieties underlying geometric substructures |
#02 | Mok, N. | Zariski Closures of Images of Algebraic Subsets under the Uniformization Map on Finite-Volume Quotients of the Complex Unit Ball |
#03 | Han, G. (with Liu, X.) | On Continuous-Time Gaussian Channels |
#04 | Zang, W. (with Chen, X., Ding, G. & Zhao, Q.) | Ranking Tournaments with No Errors |
#05 | Huang, D. & Song, J. | Some results on optimal stopping problems for one-dimensional regular diffusions |
#06 | Lau, Y.-K., Ng, M.H. (with Wang, Y.) | Statistics of Hecke Eigenvalues for GL(n) |
#07 | Lau, Y.-K (with Wang, Y.) | Absolute Values of L-Functions for GL(N, $\Bbb R$) at the Point 1 |
#08 | Ng, T.W. (with Wu, C.F.) | Nonlinear Loewy Factorizable Algebraic Odes and Hayman’s Conjecture |
#09 | Conte, R. | Generalized Bonnet surfaces and Lax pairs of P_{VI} |
#10 | Song, J. (with Song, X. & Zhang, Q.) | Nonlinear Feynman-Kac formulae for SPDEs with space-time noise |
#11 | Song, J. (with Xu, F. and Yu, Q.) | Limit theorems for functionals of two independent Gaussian processes |
#12 | Zhang, Z. (with Li, S.) | Computing eigenvalues and eigenfunctions of Schrödinger equations using a model reduction approach |
#13 | Zhang, Z. (with Chen, J., Lin, L. & Zhou, X.) | Two-Parameter Asymptotic Expansions for Elliptic Equations with Small Geometric Perturbation and High Contrast Ratio |
#14 | Zhang, Z. (with Chen, J., Lin, L. & Zhou, X.) | Estimation of exciton diﬀusion lengths of organic semiconductors in random domains |
#15 | Zhang, Z. (with Wang, Z. & Xin, J.) | Computing eﬀective diﬀusivity of chaotic and stochastic ﬂows using structure preserving schemes |
#16 | Zhang, Z. (with Chung, E.T., Efendiev, Y. & Leung, W.T.) | Cluster-based Generalized Multiscale Finite Element Method for elliptic PDEs with random coeﬃcients |
#17 | Mok, N. (with Chan, S.-T.) | Asymptotic total geodesy of local holomorphic curves on a bounded symmetric domain in its Harish-Chandra realization exiting the boundary |
Last modified: September 19, 2018 (14:23 HKT) |
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