Moduli of objects in dg-categories.

We say that the pair of pants with an intrinsic hyperbolic metric for which some boundary component(s) has (have) length 0 is thight... MODULI SPACES OF STABLE REAL CURVES 525^. Let

Since singularities in moduli spaces of abelian surfaces arise from surfaces with non-trivial automorphism groups, and since the presence of a level structure breaks

A complex algebraic curve is isomorphic to a curve defined by real polynomials if and only if the correspond- ing Riemann surface admits an antiholomorphic

Let qJ2: X2 ~ X1 be the partial desingularization obtained by applying the first step in Fujiki’s method for resolving cyclic quotient singularities to the

invariant theory, for the moduli space is the quotient variety PD /SL3 , where PD is the ((D+22)) - l)-dimensional projective space of homogeneous polynomials of

asks whether or not the field of moduli for a curve or a principally polarized abelian variety coincides with the residue field at the point on.. the coarse moduli

More precisely, for large n there exist algebraic spaces M(n) of finite type over C and proper, flat families 0393(n) - M(n) of polarized varieties.. of the

and for algebraic varieties with a very ample canonical bundle and that these moduli spaces are algebraic spaces of finite type over C in the sense.. of