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Inspired by [2], we apply Quillen’s determinant line bundle construction to con- struct a prequantum line bundle on the moduli space of solutions to the dimension- ally

Using this correspondence and a deep result of Li and Oort, we evaluate the number of irreducible components of the supersingular locus of the Siegel moduli space Ag, 1 ,N for

One of the nicest calculations in algebraic topology is that of the cohomology of the classifying space BU ( n ) of the unitary groups as the ring of symmetric polynomials on

The question of the connectedness of the Hilbert schemes H d,g of locally Cohen–Macaulay curves C ⊂ P 3 of degree d and arithmetic genus g arose naturally after Hartshorne proved in

A generalization of the result from the present paper to diophantine equations involving equal values of binomial coefficients and members of Lucas sequences will be given in

In this study, we derive the equations of a motion model of two smooth homothetic along pole curves submanifolds M and N ; the curves are trajectories of instantaneous rotation

The reason is that our Y0 /Q lies over a representative point of a maximally degenerate locus in the moduli stack m19,1 of the 1-pointed stable curves of genus g, whose local neighbor­

I have the following examples: moduli of plane quartics =non-hyperelliptic curves of genus 3, moduli of ordered 8 points on the projective line hyper elliptic curves of genus 3, ordered