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Sejibris modelSi mTavari droiTi faqtoria, markerebi<br />

yvela aqtiur gadasasvlels ekuTvnis da gaivlis mas, romlis<br />

dayovnebis droc ufro male gava.<br />

rkalur-droiT petris qselSi droiTi dayovnebis sidideebi<br />

rkalebs eniWeba, ganisazRvreba markeris rkalSi „mogzaurobis“<br />

dro da gadasasvlelis gaxsna SesaZlebelia mxolod maSin, roca<br />

yvela Semaval rkalSi moZravi markeri uwevs gadasasvlels.<br />

markerTa „gadaadgileba“ gadasasvlelisken iwyeba mxolod<br />

maSin, roca gadasasvlelis gaxsna nebadarTuli xdeba. gaxsnis<br />

Semdgomac yovel rkals eniSneba masSi markeris „gadaadgilebis“<br />

dro, sanam igi gamomaval pozicias miaRwevs.<br />

markerul-droiTi petris qseli yoveli markerisaTvis calke<br />

dayovnebis drois gansazRvras moiTxovs. amgvari tipi<br />

moxerxebulia droiTi prioritetebis modelirebisTvis.<br />

droiTi petris qselis sxvadasxva tipebi 1.11 naxazzea<br />

mocemuli. tranziciul-droiT petris qselebs, sadac<br />

gadasasvlelis dayovnebis dro SemTxveviT ganawilebul<br />

eqsponencialur funqcias warmoadgens, albaTuri anu stoqasturi<br />

petris qselebi (Stochastic Petri Nets) ewodeba, xolo stoqasturi<br />

petris qseli, romelic droiTTan erTad aradroiT (myisier)<br />

gadasavlelebsac Seicavs, ganzogadebul stoqastur petris qsels<br />

(Generalized Stochastic Petri Nets) warmoadgens [13]. amgvari<br />

qselis qceva albaTuri (magaliTad, markovis) procesebiT<br />

aRiwereba.<br />

nax.1.11. droiTi petris qselis tipebi<br />

40

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