D:\sbornik\...\TPEL.DVI Mathematical Problems of Computer Science 32, 35{38, 2009. T he Clique Cover ing N umber for the Str ong P r oduct of Gener alized Cycles S e va k H . B a d a lya n Yerevan State University sevak badalyan@yahoo.com Abstract In this paper the clique covering number for the strong product of generalized cycles is investigated. A method is given to construct a minimal clique cover in case some conditions hold. Refer ences [1 ] M. R o s e n fe ld ,\ On a p r o b le m o f C. E . S h a n n o n in g r a p h t h e o r y" , P roc. Amer. M ath. Soc. 18, 3 1 5 -3 1 9 , 1 9 6 7 . [2 ] R . S . H a le s , \ N u m e r ic a l in va r ia n t s a n d t h e s t r o n g p r o d u c t o f g r a p h s " , Combin. Theory (B ) 15, 1 4 6 -1 5 5 , 1 9 7 3 . ̳ÍÏáõÛÃÇ ÃÇíÁ ÁݹѳÝñ³óí³Í óÇÏÉ»ñÇ áõÅ»Õ ³ñï³¹ñÛ³ÉÇ Ñ³Ù³ñ ê. ´³¹³ÉÛ³Ý ²Ù÷á÷áõÙ êáõÛÝ ³ß˳ï³ÝùáõÙ áõëáõÙݳëÇñí³Í ¿ ÁݹѳÝñ³óí³Í óÇÏÉ»ñÇ áõÅ»Õ ³ñï³¹ñÛ³ÉÇ Í³ÍÏáõÛÃÇ ÃÇíÁ: àñáß å³ÛÙ³ÝÝ»ñÇ ³éϳÛáõÃÛ³Ý ¹»åùáõÙ ïñí³Í ¿ »Õ³Ý³Ï ÙÇÝÇÙ³É Í³ÍÏáõÛÃÁ ϳéáõó»Éáõ ѳٳñ: 3 5