Moduli problem of Hitchin pairs over Deligne-Mumford stacks [PDF]
We define the moduli problem of Hitchin pairs over Deligne- Mumford stacks and prove this moduli problem is represented by a separated and locally finitely-presented algebraic space, which is considered as the moduli space of Hitchin pairs over a Deligne-Mumford stack.
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Formal moduli problems and formal derived stacks
This paper presents a survey on formal moduli problems. It starts with an introduction to pointed formal moduli problems and a sketch of proof of a Theorem (independently proven by Lurie and Pridham) which gives a precise mathematical formulation for Drinfeld's derived deformation theory philosophy, which gives a correspondence between formal moduli ...
Calaque, Damien, Grivaux, Julien
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Modules and generalizations of Joyce vertex algebras
Joyce vertex algebras are vertex algebra structures defined on the homology of certain double struck upper C $\mathbb {C}$ C -linear moduli stacks, and are used to express wall-crossing formulae for Joyce’s homological enumerative invariants.
Chenjing Bu
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X-ray 3D imaging-based microunderstanding of granular mixtures: Stiffness enhancement by adding small fractions of soft particles. [PDF]
Taghizadeh K, Ruf M, Luding S, Steeb H.
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Bending Modulus of Lipid Membranes from Density Correlation Functions. [PDF]
Hernández-Muñoz J +3 more
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π 1 of Miranda moduli spaces of elliptic surfaces. [PDF]
Lönne M.
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Bioinspired nacre-like PEEK material with superior tensile strength and impact toughness. [PDF]
Zhu S +8 more
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Tensile Properties of Curaua-Aramid Hybrid Laminated Composites for Ballistic Helmet. [PDF]
Meliande NM +3 more
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Characterizing cell recruitment into isotropic and anisotropic biomaterials by quantification of spatial density gradients in vitro. [PDF]
Tortorici M +4 more
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