On twisted homogeneous racks of type D

To prove this we will introduce a square function operator and we will show that it is bounded from the space of finite real measures on R d to L 1,∞ (µ), by using Calder´

The characterizations of the class of Lyapunov domains that we prove are in terms of the boundedness properties of certain classes of singular integral operators acting on

Although the cut-off dependence of the HEE In section 8.1 we have argued that for θ ≤ 0, in order to extract the structure of terms for general higher-curvature gravities, it suffices

We show the implementation of these concepts in the Multi-Paradigm tool AToM 3 together with an example in which we translate a UML de- sign (composed of Statecharts, Class and

To do this, we first obtain numerical evidence (see Section 13.2 in Chapter 13) and then we prove with a computer assisted proof (see Section 13.4) the existence of initial data

In particular, we show that (i) the use of finite pulses results in a homogeneous redshift of the RABITT beating frequency, as well as a resonant modulation of the beating frequency

For two different size Q = 1 instantons, on a 20 4 twisted lattice, we compare the instanton parameters determined from the 1-d profiles of the AFM density and the self-dual part of

The conjecture states that, for finite volume gauge theories with twisted boundary conditions, the dynamics of the theory are controlled, barring finite N effects, by an