A range of psychotherapy approaches have been recognized as effective and even the treatment of choice across the range of psychiatric diagnostic categoriesand-behavioural-conditions). However, in clinical practice, the choice of the most effective psychotherapy for each mental disorder is complicated by the existence of over 400 varieties of psychotherapy approaches that can be defined and cla...

Felix Klein: Gesammelte mathematische Abhandlungen. Vol. 1. Liniengeometrie, Grundlegung der Geometrie, Zum Erlanger Programm. Edited by R. Fricke and A. Ostrowski. Berlin, Julius Springer, 1921. xiii + 612 pages. Felix Klein, born at Düsseldorf, April 25,1849, was awarded the doctor's degree December 12, 1868, by the University of Bonn. The dissertation was directed and the examination conduct...

Wednesday, March 14 Research Poster Session I 11:30 a.m. – 1::00 p.m. (#43) Holly B. Fontenot, Melanie L. Kornides, Annie-Laurie McRee, Melissa B. Gilkey. Importance of a team recommendation approach on HPV vaccine uptake. (#167) Melanie L. Kornides, Holly B. Fontenot, Annie-Laurie McRee, Catherine A. Panozzo, Melissa B. Gilkey. Provider communication about HPV vaccination: Parents' satisfactio...

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The key operational feature that gives Kipling its power is the way that it partitions multivariate space rather than the execution of complex algorithms or computations. The original inspiration for Kipling.xla was the CMAC (Cerebellar Model Arithmetic Computer), originally designed by Albus (1975) for robotic systems and still widely used today. The CMAC design subdivides variable space into ...

In his editorial accompanying our systematic review of aromatherapy (June Journal),1 Vickers2 concludes that ‘it is not of pressing scientific importance to know whether aromatherapy enhances the effects of massage, since the essential oils used in aromatherapy are not particularly toxic or expensive’. I believe that this statement is misleading, perhaps even unscientific. If massage therapy al...

We are interested in classifying those sets of primes P such that when we sieve out the integers up to x by the primes in P we are left with roughly the expected number of unsieved integers. In particular, we obtain the first general results for sieving an interval of length x with primes including some in ( √ x, x], using methods motivated by additive combinatorics.