Birs- 24w5313: Homological Perspective on Splines and Finite Elements
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Title: Introduction to equivariant cohomology and GKM theory
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Title: Finite Element Differential Complexes
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Title: Representation and Approximation of Splines: The Bérnstein-Bezier Form
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Title: Isogeometric Analysis
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Title: Homological perspectives on splines
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Title: Spline operators on Hilbert spaces
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Title: Potential and flux reconstructions for optimal a priori and a posteriori error estimates
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Title: Spline modeling with BSpy
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Title: Algebraic perspectives on splines: two tricks for computations
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Title: Folded Alcove Walks & Applications to GKM Theory
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Title: High Order Whitney Finite Elements: geometrical degrees of freedom
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Title: A higher-degree super-smooth C^1 Powell-Sabin finite element
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Title: Challenges in Isogeometric Analysis
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Title: Adaptive, Structure-Preserving Finite Elements through Subdivision
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Title: TBD
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Title: Mixed Isogeometric Methods for Hodge–Laplace Problems induced by Second-Order Hilbert Complexes
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