Projects per year
Search results
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Active
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Spaces with symmetry through the K-theoretic lens
1/07/24 → 30/06/27
Project: Internal Research Project
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Spaces with symmetry through the K-theoretic lens
1/07/24 → 30/06/27
Project: Internal Research Project
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RDF-23-01-045: Groups acting on rooted trees and their subgroups
1/01/24 → 31/12/26
Project: Internal Research Project
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Groups acting on rooted trees and their subgroups
1/01/24 → 31/12/26
Project: Internal Research Project
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Applications of state complexes to AI gridworlds
1/01/24 → 31/12/26
Project: Internal Research Project
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Deciding atomicity for posets of combinatorial structures
1/01/23 → 31/12/24
Project: Internal Research Project
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Combinatorial complexes and geometric structures on surfaces
1/07/22 → 30/06/25
Project: Governmental Research Project
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Coxeter polytopes and 4-dimensional hyperbolic manifolds
1/01/22 → 31/12/24
Project: Governmental Research Project
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Combinatorial complexes and geometric structures on surfaces
1/01/22 → 31/12/24
Project: Governmental Research Project
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Not started
Hyperbolic geometry of manifolds
Zheng, F., Chen, Q. & Wang, Z.
1/01/25 → 31/12/28
Project: Governmental Research Project
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Finished
SRG2324-06: Spaces with symmetry through the K-theoretic lens
1/11/23 → 30/09/24
Project: Internal Research Project
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High-dimensional hyperbolic Coxeter polytopes?and invariants of commensurability
1/10/21 → 30/09/23
Project: Governmental Research Project
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The Development of Complex Orbifold Cobordism
1/01/21 → 31/12/22
Project: Governmental Research Project
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Classification of Hyperbolic Coxeter Polytope and its applications
1/02/20 → 31/01/24
Project: Internal Research Project
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Topology of hyperplane arrangements, Coxeter groups and Artin groups
1/01/20 → 31/12/22
Project: Governmental Research Project
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Complex Algebraic Surfaces of General Type with Geometric Genus Zero
1/05/19 → 31/12/22
Project: Governmental Research Project
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Toric topology and the enumeration of lattice points in convex polytopes
1/01/19 → 31/12/21
Project: Governmental Research Project
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Geometry of Minimal Surfaces in the Complex Hyperquadrics
Fei, J. & Wang, J.
1/01/19 → 31/12/23
Project: Internal Research Project
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Skyrmions dynamics for the future technology of big data storage
Yu, H., Xu, J., Zhao, Y., 郑昌成 & 王煜
1/01/19 → 31/08/22
Project: Internal Research Project
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The Development of Geometric and Combination Orbifold Invariants
1/09/18 → 31/08/21
Project: Internal Research Project
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Relative Hyperbolic Groups' Boundary theory and Applications
Ye, S.
1/01/18 → 31/12/21
Project: Governmental Research Project
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The abundance problem of algebraic threefolds in positive characteristics"
1/01/18 → 31/12/21
Project: Governmental Research Project
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Fundamental groups of low-dimensional manifolds and their subgroup structures
Ye, S.
1/01/18 → 31/12/21
Project: Governmental Research Project
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Some questions on actions of non-linear algebraic groups
1/01/18 → 31/12/20
Project: Governmental Research Project
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Suzhou Municipal Key Laboratory of Cognitive Computation and Applied Technology
Wang, Q., Ma, F., Zhai, Y., Xiao, J., Liu, W., Zhang, R., Ting, T. O., Fei, J., Lim, E. G., Yue, Y., Guan, S., Man, K. L., Wu, Y., Liang, H. N., Wang, Z., Liu, G., Niu, Q., Wen, H., Xu, M., Wen, M., Huang, K., Liu, D., Du, Y., uk, S., Zhang, B., TAYAHI, M., Tillo, T. & Lu, S.
1/07/16 → 30/06/19
Project: Governmental Research Project
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Structure of the Pieri Algebras for Symplectic Groups and Orthogonal Groups
1/01/16 → 31/12/18
Project: Governmental Research Project
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Cohomologicaly dimension and Quillen's plus construction
Ye, S. & Kong, X.
1/01/16 → 31/12/18
Project: Governmental Research Project
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Geometry of Submanifolds in Complex Grassmann Manifolds
1/01/15 → 31/12/17
Project: Governmental Research Project
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Structure of Pieri Algebras for Symplectic Groups and Orthogonal Groups
1/09/14 → 31/07/17
Project: Internal Research Project
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Fundamental Groups of manifolds with given homology groups
Ye, S.
1/03/14 → 28/02/16
Project: Internal Research Project
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Geometry of Submanifolds in Complex Grassmannians
1/09/13 → 31/08/16
Project: Internal Research Project