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颁布单位：[University of Michigan] |
颁布时间：2011 |
实施时间：2011 |
学科分类：[Dynamical Systems, Equidistributiom, Ergodic Theory, Green Current, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2008 |
实施时间：2008 |
学科分类：[Multi-scale Perturbation Methods, Derivative Pricing, Credit Risk, Spectral Expansions, Implied Volatility, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2018 |
实施时间：2018 |
学科分类：[Fatigue crack growth, Multiscale analysis, Grain boundary cracks, Finite element method, Boundary element method, Magnesium and Nickel alloys, Aerospace Engineering, Civil and Environmental Engineering, Engineering (General), Materials Science and Engineering, Mechanical Engineering, Naval Architecture and Marine Engineering, Mathematics, Physics, Engineering, Science, Aerospace Engineering]
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颁布单位：[University of Michigan] |
颁布时间：2018 |
实施时间：2018 |
学科分类：[automorphic forms, torus periods, theta lifts, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2012 |
实施时间：2012 |
学科分类：[Functional Data Analysis, Functional Regression, Mixture Regression, Minimax Rate, High-throughput Screening, Profile Likelihood, Public Health, Mathematics, Science (General), Statistics and Numeric Data, Health Sciences, Science, Statistics]
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颁布单位：[University of Michigan] |
颁布时间：2014 |
实施时间：2014 |
学科分类：[Toric Geometry, Symplectic Geometry, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2009 |
实施时间：2009 |
学科分类：[Model Theory, Nonelementary Classes, Abstract Elementary Classes, Mathematical Logic, Accessible Categories, Category Theory, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2014 |
实施时间：2014 |
学科分类：[Frobenius, Local Cohomology, F-modules, Multiplicity, Lech", s Conjecture, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2015 |
实施时间：2015 |
学科分类：[algebraic cycles, L-functions, arithmetic geometry, number theory, Mathematics, Science, Mathematics]
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颁布单位：[University of Michigan] |
颁布时间：2013 |
实施时间：2013 |
学科分类：[Rigidity, No Focal Points, Higher Rank, Duality Condition, Riemannian Manifolds, MSC - 53C24, Mathematics, Science, Mathematics]
效力级别
2020
