BCC

Variational Problems in Optical Engineering and Free Material Design

07.06.2018 - 09.06.2018 | Warsaw

Abstracts

  • On the existence of dichromatic single element lenses
    Cristian Gutierrez
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  • Rigidity issues in conical regions
    Giulio Tralli
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  • Stable Determination of a Lamé coefficient by one internal measurement of displacement
    Giuseppe di Fazio
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  • A model flow for submanifolds with constant curvature
    Glen Wheeler
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  • Anisotropic Young's modulus design
    Grzegorz Dzierżanowski
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  • Kurdyka-Łojasiewicz-Simon inequality for gradient flows in metric spaces
    Jose M. Mazon
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  • A semi-discrete optimal transport problem with storage fees
    Jun Kitagawa
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  • Optimal framework structures and links to optimal transport problem
    Karol Bołbotowski
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  • Harnack inequality for degenerate quasilinear elliptic equations
    Maria Stella Fanciullo
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  • Total variation flow of curves
    Michał Łasica
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  • Anisotropic TV flow in 2D case
    Piotr Mucha
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  • The constrained total variation flow
    Salvador Moll
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  • An optimal transport approach to the BV least gradient problem in 2D
    Samer Dweik
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  • On concavity of the principal’s profit maximization facing agents who respond nonliearly to prices
    Kelvin Shuangjian Zhang
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  • Weak solutions of complex Monge-Ampere and m-Hessian equations
    Sławomir Kołodziej
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  • On the isotropic and cubic material design methods and their applications in 3D printing
    Tomasz Lewiński
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  • Hölder regularity of anisotropic least gradient functions
    Wojciech Górny
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  • Singular Solutions in Optimal Transportation
    Yash Jhaveri
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