On the conformal gauge of a compact metric space

If a twice foliated disc with some good-bad short leaves can be embedded in the plane then scalings coming from the embedding gives a method of extending all the short

Thus the moduli spaces of bounded com- plete Reinhardt pseudoconvex domains with real analytic boundaries or any two bounded complete Reinhardt strictly pseudoconvex domains in A

A sharp affine isoperimetric inequality is established which gives a sharp lower bound for the volume of the polar body.. It is shown that equality occurs in the inequality if and

This lower bound—therefore, the sub-multiplicative inequality—with the following facts: a combinational modulus is bounded by the analytical moduli on tangent spaces of X, and b

Classically, the multiplicative Cousin problem gives as data an open covering of a complex manifold .1~ and a family of functions, fa holomorphic on V.. In

Geometric Invariant Theory (GIT) to construct a quotient of either the Chow variety or the Hilbert Scheme which parameterizes n-canonically embedded.. curves in

From proposition 3.3 it is easy to conclude that any product (finite or infinite) of biquotient compact maps is a biquotient

Let X be the normed vector space of all real null sequences with metric d induced by the usual