501 research outputs found
The influence of global intellectualization on human development
In the context of the global intellectualization, human capital is the determining factor in the innovation development and the international competitiveness of countries. In the XXI century. the leading component of human capital are qualitatively new information, communication and network technologies. Particular importance are education and training, professionalism, high level of human resources management, building up, reproduction and human capital development. These factors are the prerequisite for the growth of the competitive advantages of the country in the conditions of globalization
On the Lagrangian and Hamiltonian aspects of infinite -dimensional dynamical systems and their finite-dimensional reductions
A description of Lagrangian and Hamiltonian formalisms naturally arisen from
the invariance structure of given nonlinear dynamical systems on the
infinite--dimensional functional manifold is presented. The basic ideas used to
formulate the canonical symplectic structure are borrowed from the Cartan's
theory of differential systems on associated jet--manifolds. The symmetry
structure reduced on the invariant submanifolds of critical points of some
nonlocal Euler--Lagrange functional is described thoroughly for both
differential and differential discrete dynamical systems. The Hamiltonian
representation for a hierarchy of Lax type equations on a dual space to the Lie
algebra of integral-differential operators with matrix coefficients, extended
by evolutions for eigenfunctions and adjoint eigenfunctions of the
corresponding spectral problems, is obtained via some special Backlund
transformation. The connection of this hierarchy with integrable by Lax
spatially two-dimensional systems is studied.Comment: 30 page
The general differential-geometric structure of multidimensional Delsarte transmutation operators in parametric functional spaces and their applications in soliton theory. Part 2
The structure properties of multidimensional Delsarte transmutation operators
in parametirc functional spaces are studied by means of differential-geometric
tools. It is shown that kernels of the corresponding integral operator
expressions depend on the topological structure of related homological cycles
in the coordinate space. As a natural realization of the construction presented
we build pairs of Lax type commutive differential operator expressions related
via a Darboux-Backlund transformation having a lot of applications in solition
theory. Some results are also sketched concerning theory of Delsarte
transmutation operators for affine polynomial pencils of multidimensional
differential operators.Comment: 10 page
Character Assassination: The Sociocultural Perspective
This article offers a fresh view on character assassination as a strategic effort embedded in power and ideological struggles in society. The author uses structuration theory to explain character assassination as a means of both domination and subversion. In the latter, character assassination practices are integrated into modes of signification and legitimation and executed via subversion campaigns. Knowledgeable subversive actors consider character assassination a power resource to challenge cultural hegemony and traditional moral order via strategic and audience-centered protest campaigns. Social networking sites provide strategic actors with resources to realize subversive campaigns in both liberal democracies and authoritarian societies. Although social media allow more active audiences to challenge dominant conventions, the modes and aesthetics of social protest can be easily harnessed and appropriated by power structures for spin and information control. The author calls for more research inspired by the sociocultural view of character assassination to make sense of new social phenomena such as “cancel culture.
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