Аноним

Addressing scheme: различия между версиями

Материал из WEGA
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'''Addressing scheme''' --- адресующая схема.  
'''Addressing scheme''' — ''[[адресующая схема]].''


An '''addressing scheme''' for a ''transformation graph'' <math>{\mathcal G} = (V_{{\mathcal
An '''addressing scheme''' for a ''[[transformation graph]]'' <math>{\mathcal G} = (V_{{\mathcal
G}},\Lambda_{{\mathcal G}})</math> is a total function
G}},\Lambda_{{\mathcal G}})</math> is a total function


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such that the following two properties hold:
such that the following two properties hold:


(1) for some origin vertex <math>v_{0} \in V_{{\mathcal G}}</math>
(1) for some origin [[vertex]] <math>v_{0} \in V_{{\mathcal G}}</math>
<math>v_{0}\bar{a} = \bar{Id}_{V_{{\mathcal G}}}</math>,
<math>v_{0}\bar{a} = \bar{Id}_{V_{{\mathcal G}}}</math>,