… equality, satisfying some natural conditions. We show that the class of such E-structures has
… Some important varieties (and variety-like classes) of E-structures are considered, including …

… (microeconomic flexibility, degree of structural reform, and macroeconomic orthodoxy). The
data show that there is no simple trade-off between liberalism and equality, and that different …

… these varieties of opposition is getting a grip on the dynamics that produce them through
complex interactions between actors and existing discursive and material opportunity structures…

… of political and social structures and the curtailing of welfare and other policies for equity
and justice (Cerny 1996; Crouch and Streeck 1997). The other holds that there is a diffusion of …

In this paper we are interested in investigating the physical shape-changed propagations to
the generalized Equal-Width equation through studying the explicit solutions of Wazwaz-…

… the relationship of some social structure of society and a major particular structural relationship
within it, ie, that of capital and labor cost, and some structure in mathematics, for example, …

… -structures and cluster Poisson structures on braid varieties for any simple algebraic Lie group.
The construction of such cluster structures is … In addition, Theorem 1.1 proves the equality …

… is paid to both structural and political intersectionality in policymaking. There is some
reference to structural intersectionality in feminism and in gender equality policies, and also to …

… When we are speaking of an arbitrary structure without a closer indication of its type, then
we shall always mean that it is a structure of the fixed type t. 2.2. Let 2I=(| 2i|,< R? …

… A variety of structures is a class defined by a set of atomic … the equality sign =, and po, are
polynomials; if r is the equality sign… Now we can state the characterization theorem for varieties …