f*x. These pseudo-metrics determine topology 3, so f*x is continuous in topology 3. In essentially the same way, we prove that if AI > 0 and EM is the set of all x in (P having orthogonal increments, having E[x(t)2] < o for all t, and satisfying E [(x(t) x(s))2l < MIt sl for all real s and t, then for all f in L,(R) the mapping x. f*x is continuous in topology 3 on (PM. Other somewhat related t...

objectives: against the background of evidence-based treatments for schizophrenia resistant to medication, the implementation of cognitive-rehabilitation therapy (crt) becomes more important, especially about patients who don’t response to medication. there is less evidence for group format and face to face structure of crt and also for resistant to medication patients. this research investigat...

cognitive architectures (cas) are the core of artificial cognitive systems. a ca is supposed to specify the human brain at a level of abstraction suitable for explaining how it achieves the functions of the mind. over the years a number of distinct cas have been proposed by different authors and their limitations and potentials were investigated. these cas are usually classified as symbolic and...

Using the basis of Hermite–Fourier functions (i.e. the quantum oscillator eigenstates) and the Sturm theorem, we derive constraints for a function and its Fourier transform to be both real and positive. We propose a constructive method based on the algebra of Hermite polynomials. Applications are extended to the 2-dimensional case (i.e. Fourier–Bessel transforms and the algebra of Laguerre poly...