Resumo Este artigo analisa a contribuição teórica e metodológica de Wilson Cano no que diz respeito ao conceito complexo econômico para interpretar o desenvolvimento do Brasil seus resultados ou impactos diferenciados território. Para ele, complexo, criado induzido pela cafeicultura planalto paulista, sua capacidade diversificação inter-relação setorial, constitui base interpretação processo cr...

We classify the indecomposable injective E(n)∗E(n)-comodules, where E(n) is the Johnson-Wilson homology theory. They are suspensions of the Jn,r = E(n)∗(MrE(r)) where 0 ≤ r ≤ n, with the endomorphism ring of Jn,r being Ê(r) ∗ Ê(r), where Ê(r) denotes the completion of E(r).

We construct a four dimensional chiral N = 1 space-time supersymmetric perturbative Type I vacuum corresponding to a compactification on a toroidal Z2 ⊗ Z2 ⊗ Z3 orbifold with a discrete Wilson line. This model is non-perturbative from the heterotic viewpoint. It has three chiral families in the SU(4)c⊗SU(2)w ⊗U(1) subgroup of the total gauge group. We compute the tree-level superpotential in th...

We construct a four dimensional chiral N = 1 space-time supersymmetric perturbative Type I vacuum corresponding to a compactification on a toroidal Z2 ⊗ Z2 ⊗ Z3 orbifold with a discrete Wilson line. This model is non-perturbative from the heterotic viewpoint. It has three chiral families in the SU(4)c⊗SU(2)w ⊗U(1) subgroup of the total gauge group. We compute the tree-level superpotential in th...

We study the supersymmetric Wilson loops in the four-dimensional N = 4 super YangMills theory in the context of AdS/CFT correspondence. In the gauge theory side, it is known that the expectation value of the Wilson loops of circular shape with winding number k, Wk(C), is calculable by using a Gaussian matrix model. In the gravity side, the expectation value of the loop is conjectured to be give...

We study bubbling geometry in topological string theory. Specifically, we analyse ChernSimons theory on both the 3-sphere and lens spaces in the presence of a Wilson loop of an arbitrary representation. For each three manifold, we formulate a multi-matrix model whose partition function is the Wilson loop vev and compute the spectral curve. This spectral curve is closely related to the Calabi-Ya...

We investigate the extension of the Prokof’ev-Svistunov worm algorithm to Wilson lattice fermions in an external scalar field. We effectively simulate by Monte Carlo the graphs contributing to the hopping expansion of the twopoint function on a finite lattice to arbitrary order. Tests are conducted for a constant background field i. e. free fermions at some mass. For the method introduced here ...