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Most previous studies of the president’s role in the legislative process and the implications of veto power can be placed into two categories. The first is the application of the spatial model of agenda control. These models, which assume that the legislature has a monopoly over the legislative agenda, have typically predicted a limited role for the president in the process. The second research...

The Wirkungsgeschichte of Schopenhauerism is a complex mixture events, encounters, influences and transformations. In order to orient oneself concerning such an articulated phenomenon, it necessary have valid hermeneutical tools at hand. this contribution, I am going propose reading the history effects through new effective historiographical categories that resulted from research conducted by I...

Suppose f,g are homogeneous polynomials of degree d defining smooth hypersurfaces Xf=V(f)⊂Pm−1 and Xg=V(g)⊂Pn−1. Then the sum f g defines a hypersurface X=V(f⊕g)⊂Pm+n−1 with an action μd scaling variables. Motivated by work Orlov, we construct semi-orthogonal decomposition derived category coherent sheaves on [X∕μd] provided d≥max{m,n}.

A groupoid is a small category in which all morphisms are isomorphisms. An inductive specialized whose object set regular biordered and the admit partial order. normal strict preorder factorization property. pair of ‘related’ categories constitutes cross-connection. Both groupoids cross-connections were identified by Nambooripad as categorical models semigroups. We explore inter-relationship be...

We formulate a version of the integral Hodge conjecture for categories, prove two-dimensional Calabi–Yau categories which are suitably deformation equivalent to derived category K3 or abelian surface, and use this deduce cases usual varieties. Along way, we variational families as well general smoothness result relative moduli spaces objects in such families. Our machinery also has applications...