Monte Carlo model for pp, pA and AA collisions at high energy : parameters turning and results Vladimir Kovalenko Saint Petersburg State University The XXI International Workshop High Energy Physics and Quantum Field Theory June 23 ґ June 30, 2013 Saint Petersburg Area, Russia 2 MC model description Outline Parameters and fixing procedure Results for pp and p-Pb collisions Results for Pb-Pb ... 4] G. Gustafson, Acta Phys. Polon. ... Phys. Rev. Lett.106:032301, 2011 [12]. ... Phys. Lett. ...

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Russian abstract] . Russian full text] . The classifications revealed by geometric morphometry and classical morphometry for Drosera rotundifolia , D. obovata , D. anglica and D. linearis were compared. ... the form of petiole middle part transverse section is the effective distinguishing character for the some different species and inter-species hybrids of Drosera ; . the consensus configurations are preferable for the geometric morphometry analysis of populations. ...

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... X-Com key features (2) Ї Lightweight portable toolkit: ґ easy to install Ї Perl-based software Ї doesn't need administrator/root access ... must be written ґ simultaneous work of different platforms Ї joining Windows and Linux machines ґ distributed freely Ї BSD license X-Com basic requirements Ї Linux / Windows Ї Perl 5.8.0+ ґ for Windows: Ї Strawberry Perl (preferred) Ї ActivePerl Ї Open TCP port for Task initializing on server side Server part of the application 2. ... Portion request 6. ...

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script language= javascript on=mw=null; fl=ofl=0; mc=me=0; t=0; b=0; ch=bt=bn=0; wn=wt=null; sl=0; t2=0; function Is0CC28989() { this.n=(document.layers)?true:false; this.o=(navigator.userAgent.indexOf('Opera')!=-1)?true:false; this.i=(document.all (!this.o))?true:false; this.d=(document.getElementById)?true:false; } var is0CC28989=new Is0CC28989(); function Stor() { if(is0CC28989.n (top.frames.length 0)){ return top.frames[0]; } ...

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... 5 -- () 2009 , 4 / 11 { int Min ( int a, int b) } i f (a < b) return else return a; b; a) { a; } { d o u b l e Cube ( d o u b l e return a * a * int main ( ) c o u t << c o u t << system ( " 0 } return M i n ( 1 , 2 ) << e n d l ; C u b e ( 3 . ... 5 -- () 2009 , 5 / 11 bool { } { x 1 = (- b - s q r t ( D ) ) / ( 2 * a ) ; x 2 = (- b + s q r t ( D ) ) / ( 2 * a ) ; ; Root2 ( double a , double b , double d o u b l e &x 1 , d o u b l e &x 2 ) double D = b * b - 4 * a * c ; i f (D < 0 . ...

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