this research intents to /explain the theory and practice of fascism in . italy an germany, and so it tries to recognise the ideology of classical fascism. studing the historical grounds of emerging of fascism, it explains the raising ideology of fascism in nature, resouce and contents of thought, and by looking to foundations of classical fascism's ideology, it studies natural history of ...

The Bratteli diagram is an infinite graph which reflects the structure of projections in a C∗-algebra. We prove that every strictly ergodic unimodular Bratteli diagram of rank 2g + m − 1 gives rise to a minimal geodesic lamination with the m-component principal region on a surface of genus g ≥ 1. The proof is based on the Morse theory of the recurrent geodesics on the hyperbolic surfaces.

We propose an alternative to the classical post-treatment of the homogenization method for shape optimization. Rather than penalize the material density once the optimal composite shape is obtained (by the homogenization method) in order to produce a workable shape close to the optimal one, we macroscopically project the microstructure of the former through an appropriate procedure that roughly...

⋆ Suppose we have a certain message we want to transmit from location A to location B. What resources are needed to get it from here to there? How long will it take if we have a channel with a capacity of c bits per second? If transmission introduces errors, what do we do about them? These are the sorts of questions which are addressed by information theory as developed by Shannon and his succe...

Let SP2n(R) = SP2n = Sp be the real symplectic group of rank n. Let Sp denote the two-fold cover of Sp. There is a unitary representation, constructed by Shale [Sh] and Weil [WA], of Sp that is of considerable interest in the theory of automorphic forms. We denote this representation by wand call it the oscillator representation. The purpose of this paper is to establish about w a fact that sho...

This paper is a very brief introduction to knot theory. It describes knot coloring by quandles, the fundamental group of a knot complement, and handle-decompositions of knot complements.

In a fatigue testing programme of carbon/epoxy cross-ply laminates made ultra-thin plies, non-conventional failures are observed. These consist in longitudinal cracks the 90° layer parallel to loading direction instead conventional transverse perpendicular load direction. A potential reason for this failure is presence normal stress thickness Classical Lamination Theory predicts zero values com...

D eflation, the opposite of inflation, is a situation of falling general prices. It should not be confused with disinflation, which refers to a declining inflation rate that nevertheless remains positive. It was the successful U.S. disinflation of the 1990s, a disinflation that lowered the inflation rate sufficiently to create concern that further downward pressure might push it into negative t...

We consider classical Yang-Mills theory with point sources and derive equations of motion for the coupled particle-field system. As an example, we discuss the special case of Yang-Mills theory coupled to point particles in (1þ 1) dimensions. We formulate the initial value problem for the system and describe several example solutions. VC 2011 American Association of Physics Teachers. [DOI: 10.11...

Recent works done by nano-engineers and nano-sciences about mechanical behavior of nano-plates including bending, buckling and vibration response were reviewed. The authors used non-classical elasticity theories to explain these behaviors of plate structures. Some of them employed Hamilton’s principle along with stain gradient theory, nonlocal theory, surface theory and couple stress theory to ...