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    <subfield code="a"> Part I Mini-courses -- The Hardy constant: a review -- Some harmonic analysis in a general Gaussian setting -- Introduction to hypercomplex analysis -- Some norm bounds for the spectral projections of the Heisenberg sublaplacian -- Boundary value problems for elliptic operators satisfying Carleson condition -- An elementary computation of heat trace invariants -- Can we divide vectors? - Geometric calculus in Science and Engineering -- Maximal regularity as a tool for partial differential equations -- Recent existence results for some critical subelliptic problems -- Introduction to the Analysis on Manifolds with Conical Singularities -- Elliptic systems of phase transition type -- Cordes condition, Campanato nearness and beyond -- Part II Short talks -- Global hypoellipticity on homogeneous vector bundles: Necessary and sufficient conditions -- On inverse source problems for space-dependent sources in thermoelasticity -- Symmetric properties of eigenvalues and eigenfunctions of uniform beams with axial loads -- Cylindrical and horizontal extensions of critical Sobolev type inequalities and identities -- Very weak solution of the wave equation for Sturm-Liouville operator -- Some new multidimensional Cochran-Lee and Hardy type inequalities.</subfield>
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