CONSCIENT FAITHFUL INTELLIGENT HUMAN EVOLUTION
Journal Title: Journal of Science And Arts - Year 2010, Vol 12, Issue 1
Abstract
Intelligence = Consciousness Adaptability Intention and Faith = Intuition Inspiration Imagination, are the complementary parts of the human mind. Conscience = Consciousness Inspiration is the link between. Simulation is the relation between function and structure. Conscience simulation demands to transcend from computability to simulability, by integrating essential mathematical and physical knowledge, guided by philosophical goals. A way to begin is hierarchical simulation. Hierarchy is the syntax of abstraction. The alliance between arts and sciences is vital and demonstrates the unsolvability of the nowadays spirit-matter dichotomy, and of all secondary dichotomies, actually functionally generated by the space-time dichotomy that is necessary to the human evolution. The concentration of the mind on the reasonable control of the adaptability followed the spiritual revolution that tried to bring into individual and social conscience the human choice forEvolution without disregarding theEternity or the Way.
Authors and Affiliations
Tudor Niculiu
THE EFFECT OF LABORATORY WORKS IN TEACHING AND LEARNING OF PHYSICS IN ONITSHA NORTH, ANAMBRA STATE
What are the states of physics laboratories in secondary schools? Are there laboratory factors constituting constraints to effective teaching and learning of physics? Does laboratory works influence students’ physics ach...
A NEW INEQUALITY AND IDENTITY
In this paper we introduce the new inequality and identity called (M, N), that Hayashi's inequality is only a special case. Then we will present some interesting applications.
LINEAR PERTURBATIONS FOR THE DIRICHLET PROBLEM
In this paper we study a problem of type −u + u + Au = f in D u = 0 on @D which generalizes a result from [3], p.175. The results are given in theorem 1.1 and for case with bounded domain of class C...
SOME REMARKS ON THE NUMERICAL SERIES
In the first part we present the obtaining of some numerical series. In the second part we do some remarks concerning the subseries of the harmonic series.
LOCALLY AFFINE FUNCTIONS
The Monge-Ampère equation and related boundary value problem are a source example for the non-linear potential theory, and for convex analysis ([1-5, 8]). Moreover the concept of the locally convex function is introduced...