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  • Nonlinear Time Series Analysis and Manifold Learning

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    Over the last 50 years or so nonlinear dynamics and chaos has revolutionized our understanding of the complexity of the natural world. However, the va...

  • Partial Differential Equations II

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    Learn modern theory of partial differential equations (PDEs) with emphasis on linear and nonlinear PDEs arising in various applications such as mathem...

  • Partial Differential Equations

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    Through lectures and assignments, explore a variety of PDEs with emphasis on the theoretical aspects and related techniques to find exact solutions an...

  • Lie Algebras

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    Learn the fundamental objects in algebra, especially representation theory, with hands-on experience in computing representations and constructing sop...

  • Computational Mechanics

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    Numerical solutions to partial differential equations have wide application in many areas of physics, mechanics, engineering, and applied mathematics....

  • Vector and Tensor Calculus

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    A geometrically oriented introduction to the calculus of vector and tensor fields on three-dimensional Euclidean point space, with applications to the...

  • Stochastic Processes with Applications

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    A broad introduction to stochastic processes, focusing on their application to describe natural phenomena and on numerical simulations rather than on ...

  • モデルベース進化ゲノミクスユニット

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    The Model-Based Evolutionary Genomics Unit works at the interface of computational and evolutionary biology. Currently, our two main focus areas are: ...

  • Model-Based Evolutionary Genomics Unit

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    The Model-Based Evolutionary Genomics Unit works at the interface of computational and evolutionary biology. Currently, our two main focus areas are: ...

  • Gergely János Szöllősi

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    During his scientific career so far Gergely has developed quantitative models addressing questions spanning different biological disciplines. Starting...