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[PDF] Top 20 Moduli Spaces of Higher Spin Klein Surfaces

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Moduli Spaces of Higher Spin Klein Surfaces

Moduli Spaces of Higher Spin Klein Surfaces

... of spaces of m-spin bundles for arbitrary m started more recently because of their applications in singularity theory [Dol], [NP11], [NP13], and the remarkable connection of the compactified moduli ... See full document

24

Higher Arf Functions and Topology of the Moduli Space of Higher Spin Riemann Surfaces

Higher Arf Functions and Topology of the Moduli Space of Higher Spin Riemann Surfaces

... of the sheets and study properties of these functions. In section 4 we define m- Arf functions. We prove that there is a 1-1-correspondence between the set of m-Arf functions on P = H /Γ and the set of functions ... See full document

38

Geometry of moduli spaces of higher spin curves

Geometry of moduli spaces of higher spin curves

... Theorem 2.1.1. The moduli space of 3-spin curves of genus 4 is rational. Let (C, η) be a general spin curve of genus 4 and order 3. The starting point for proving the theorem is the remark that ... See full document

57

Moduli Problems in Derived Noncommutative Geometry

Moduli Problems in Derived Noncommutative Geometry

... We study moduli spaces of boundary conditions in 2D topological field theories. To a compactly generated linear infinity-category X, we associate a moduli functor M_X parametrizing compact objects in ... See full document

139

Penrose Transform on D Modules, Moduli Spaces and Field Theory

Penrose Transform on D Modules, Moduli Spaces and Field Theory

... our moduli space, which has in considera- tion the differential operator that defines the connection of the corresponding vector bundle which establish the relation among dimensions of cohomological conformal ... See full document

12

Bonding and Magnetism in High Symmetry Nano Sized Graphene Molecules: Linear Acenes C4m+2H2m+4 (m = 2,… 25); Zigzag Hexangulenes C6m**2H6m (m = 2,… 10); Crenelated Hexangulenes C6(3m**2 3m+1)H6(2m 1) (m = 2,… 6); Zigzag Triangulenes Cm**2+4m+1H6m (m = 2,…

Bonding and Magnetism in High Symmetry Nano Sized Graphene Molecules: Linear Acenes C4m+2H2m+4 (m = 2,… 25); Zigzag Hexangulenes C6m**2H6m (m = 2,… 10); Crenelated Hexangulenes C6(3m**2 3m+1)H6(2m 1) (m = 2,… 6); Zigzag Triangulenes Cm**2+4m+1H6m (m = 2,… 15)

... Finally as an application of the above ideas we describe the effect of single atom doping on the zigzag hexagulene systems. Substitutionally replacement (doping) of just one centrally located C atom in the zigzag series ... See full document

9

Sequence spaces of fuzzy numbers defined by a sequence of moduli

Sequence spaces of fuzzy numbers defined by a sequence of moduli

... Alotaibi, Mursaleen, Sharma and Mohiuddine[1] used the Musielak-Orlicz function M= (M k ) , p = ( p k ) a bounded sequence of positive real numbers and σ one- to- one mapping from the set of positive integers into it ... See full document

12

Anabelian geometry and descent obstructions on moduli spaces

Anabelian geometry and descent obstructions on moduli spaces

... Abstract. We study the section conjecture of anabelian geometry and the sufficiency of the finite descent obstruction to the Hasse principle for the moduli spaces of principally polarized abelian varieties ... See full document

44

q hyperelliptic compact nonorientable Klein
surfaces without boundary

q hyperelliptic compact nonorientable Klein surfaces without boundary

... It is easy to see that Ker( θ) ¯ (4,−, [2, 2, 2, 2],{−}) and X = Ᏸ / Ker(θ) is a nonori- entable surface without boundary of algebraic genus p = 29. Now, consider Φ = z. Since z is central in G we have G/ Φ = G ¯ and X/ ... See full document

13

Moduli Spaces, Non-Commutative Geometry and Deformed Differential Categories

Moduli Spaces, Non-Commutative Geometry and Deformed Differential Categories

... a moduli problem in classical algebraic geometry. Even very simple moduli problem involve the classification of geometric objects which admit nontrivial automorphisms, and should therefore be treated as ... See full document

8

Equivalence of the Open KdV and the Open Virasoro Equations for the Moduli Space of Riemann Surfaces with Boundary

Equivalence of the Open KdV and the Open Virasoro Equations for the Moduli Space of Riemann Surfaces with Boundary

... the moduli space of Riemann surfaces with ...this moduli space and completely described them in genus 0. In higher genera the authors conjectured that the generating series of the intersection ... See full document

17

On stable rationality of some conic bundles and moduli spaces of Prym curves

On stable rationality of some conic bundles and moduli spaces of Prym curves

... In Section 3 we prove Theorem 1.1 for any even n = 2m then. We do not use determinantal degenerations, but rather degenerate to certain Prym curves that have minimal graded free resolutions of a type first studied in ... See full document

23

Quantum corrections in higher spin theory

Quantum corrections in higher spin theory

... To conclude, we are beginning to learn how to do quantum computations in theories with infinite number of massless higher spin fields. This brings up the importance of proper definition of quantum theory (sum ... See full document

8

Higher spin relativistic wave equations

Higher spin relativistic wave equations

... modifying the Pauli-Fierz equation expressed in the spinor basis by means of the subsidiary conditions of the second kind and employing the method of characteristics its.. propagation be[r] ... See full document

363

Liste des Communes = List of Municipalities 1968

Liste des Communes = List of Municipalities 1968

... KIRCHNUECHEL KI SOOR F KITTLITZ KIUS KLAMP KLANXBUELL KLAPPHOLZ KLAUSUORF KLEIN bARKAU KLEIN BARNITZ KLEIN BËNNEBEK KLEIN DISNAC K KLEIN GLADEÛRUEGGE KLEIN HANSDORF KLEIN KOLLMAR KLEIN N[r] ... See full document

678

Birational models of moduli spaces of coherent sheaves on the projective plane

Birational models of moduli spaces of coherent sheaves on the projective plane

... K3 surfaces, the methods apply to any Poisson surfaces, as long as the moduli of stable objects has a projective, smooth ...the moduli space is smooth and irreducible, we do not need to take ... See full document

81

The Coulomb branch formula for quiver moduli spaces

The Coulomb branch formula for quiver moduli spaces

... where µ(m) is the M¨obius function (i.e. 1 if m is a product of an even number of distinct primes, −1 if m is a product of an odd number of distinct primes, or 0 otherwise). For primitive γ, Q and ¯ Q coincide. If γ is ... See full document

26

The moduli space of (111) polarized abelian surfaces is unirational

The moduli space of (111) polarized abelian surfaces is unirational

... the moduli of complex Abelian surfaces with a polarization of type 1; 11†, with level structure of canonical ...this moduli space, which also turns out to be ... See full document

24

Automorphisms and coverings of Klein surfaces

Automorphisms and coverings of Klein surfaces

... non-orientable Klein surfaces without boundary have been studied by Singerman [24] and of Klein surfaces with boundary by May [20], [21], ...compact Klein surface of algebraic genus $ 2 ... See full document

119

Diffeomorphisms on surfaces with a finite number of moduli

Diffeomorphisms on surfaces with a finite number of moduli

... number of orbits of non-transversal intersection of stable and unstable manifolds of every Proof... is at most.[r] ... See full document

100

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