We discuss nonperturbative SU(2) Yang-Mills thermodynamics in the deconfining phase. The maximal resolution of trivial-topology fluctuations is set by coarse-grained, interacting calorons and anticalorons: The effective loop expansion is very efficient. Postulating that SU(2)CMB today = U(1)Y , a modification of thermalized, low-momentum photon propagation is predicted for temperatures a few ti...

We give two proofs of a representation theorem for those totally finite signed Radon measures on an infinite power K of a compact Hausdorff space K (with its product topology) with the property of invariance under permutation of coordinates, in terms of powers of Radon probability measures on K. This is essentially a version of de Finetti’s theorem on exchangeable sequences of random variables....

The concept of an M-approximative system is introduced. Basic properties of the category of M-approximative systems and in a natural way defined morphisms between them are studied. It is shown that categories related to fuzzy topology as well as categories related to rough sets can be described as special subcategories of the category of M-approximative systems. Keywords— Approximative operator...

This paper presents a novel topology of single-phase multilevel inverter for low and high power applications. It consists of polarity (Level) generation circuit and H Bridge. The proposed topology can produce higher output voltage levels by connecting dc voltage sources   in series and parallel. The proposed topology utilizes minimum number of power electronic devices which helps in reduction o...

A new topology is proposed on the space of holonomy equivalence classes of loops, induced by the topology of the space Σ in which the loops are embedded. The possible role for the new topology in the context of the work by Ashtekar et al. is discussed. In this short paper we introduce a topology τ on the space of holonomy equivalence classes of loops, known in the context of quantum gravity in ...