Titlebook: Women in Analysis and PDE; Marianna Chatzakou,Michael Ruzhansky,Diana Stoeva Conference proceedings 2024 The Editor(s) (if applicable) and

Resistance

On Octonionic Harmonic Projection Operators,th .. In this paper, we start to study these projectors in the octonionic setting, that is, when . and .. We also formulate a conjecture about the norm of harmonic projection operators, considered as operators from . onto ., for . and ..

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Global Analytic Solutions and Symmetric Waves of the 0-Equation,of conservation laws, we first discuss the conditions for obtaining a unique global solution for initial data in Sobolev spaces. Then we restrict the space for the initial data to improve the regularity of the solution. Finally, we conclude with the characterization of symmetric solutions as traveli

GLARE

,On the Green’s Function of the Perturbed Laplace-Beltrami Operator with a Finite Number of Punctures, some properties of Green’s function for the Laplace-Beltrami operator on the two-dimensional sphere in the three-dimensional Euclidean space, which have previously been studied in detail, are presented here. The Green’s function of the Laplace-Beltrami operator on the two-dimensional sphere with

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On Hyperbolic Equations with Space-Dependent Coefficients: , Well-Posedness and Levi Conditions,ns with space dependent coefficients in any space dimension. We prove the Sobolev well-posedness of the corresponding Cauchy problem (with loss of derivatives due to the multiplicities) under suitable Levi conditions on the lower order terms. These conditions generalise the well-known Olienik condit

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2297-0215 ion of women mathematicians in Analysis and PDEs.Provides anSince 2019 Ghent Analysis & PDE Center (GAPC) has been organising international workshops, conferences, seminars, and other scientific events covering a wide range of pioneering topics in Analysis and PDEs. In the winter of 2023, the GAPC d

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