Conformally symplectic structures and the Lefschetz condition by Lejmi, Mehdi, Wilson, Scott O.

“…This short note provides a symplectic analogue of Vaisman’s theorem in complex geometry. Namely, for any compact symplectic manifold satisfying the hard Lefschetz condition in degree 1, every locally conformally symplectic structure is in fact globally conformally symplectic, whenever there is a mutually compatible almost complex structure.…”
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Simplicity of Tangent bundles on the moduli spaces of symplectic and orthogonal bundles over a curve by Choe, Insong, H. Hitching, George, Hong, Jaehyun

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Homogeneous Model in Finite Element Analysis for Natural Frequency Calculation of Axisymmetric Shells by Volodymyr Lipovskyi

“…The natural frequencies of the experimental shell with complex geometry were calculated and compared with those of the simplified model. …”
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Electrical and Thermal Conductivity of Complex-Shaped Contact Spots by Beguin, Paul, Yastrebov, Vladislav A.

“…Employing an in-house Fast Boundary Element Method implementation, various complex geometries were studied. Our investigation begins with annulus contact spots to assess the impact of connectedness. …”
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Geophysical flows over topography, a playground for laboratory experiments by Vidal, Jérémie, Noir, Jérôme, Cébron, David, Burmann, Fabian, Monville, Rémy, Giraud, Vadim, Charles, Yoann

“…In particular, complexities arise because geophysical fluids are rotating and subject to density variations, but also because the fluid boundaries have complex geometries (e.g. the ocean floor) with wavelengths ranging from metres to thousands of kilometres. …”
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