عدد التحول غير العكوس وفق عتبتي الانتشار k=2,3 للجداء القوي لمسارين

رامي شاهين; سهيل محفوض; علي قاسم

Article Details

عدد التحول غير العكوس وفق عتبتي الانتشار k=2,3 للجداء القوي لمسارين

Authors:

رامي شاهين | سهيل محفوض | علي قاسم

Publisher:

Latakia University, Syria

Journal:

Latakia University Journal -Basic Sciences Series Vol.44 Issue 3, pp.0-0

Document Type:

Article

Publication Date:

8/2022

Document Language:

Arabic

Document ID (Org No.):

2001525141

pISSN:

2663-4252

Abstract:

 The irreversible k-threshold conversion process on a simple and finite graph  is an iterative process which starts by choosing a set , and for each step    is obtained from  by adjoining all vertices that have at least k neighbors in .  is called the seed set of the k-threshold conversion process and is called an irreversible k-threshold conversion set (IkCS) of  if  for some  . The minimum cardinality of all the IkCSs of  is referred to as the irreversible k-threshold conversion number of and is denoted by  In this paper, we determine the irreversible k-threshold conversion number of the strong product of two paths  and  for  and arbitrary  when.

Article Details

عدد التحول غير العكوس وفق عتبتي الانتشار k=2,3 للجداء القوي لمسارين

Authors: رامي شاهين | سهيل محفوض | علي قاسم

Publisher: Latakia University, Syria

Journal: Latakia University Journal -Basic Sciences Series Vol.44 Issue 3, pp.0-0

Document Type: Article

Publication Date: 8/2022

Document Language: Arabic

Document ID (Org No.): 2001525141

pISSN: 2663-4252

Issues

Authors:

رامي شاهين | سهيل محفوض | علي قاسم

Publisher:

Latakia University, Syria

Journal:

Latakia University Journal -Basic Sciences Series Vol.44 Issue 3, pp.0-0

Document Type:

Article

Publication Date:

8/2022

Document Language:

Arabic

Document ID (Org No.):

2001525141

pISSN:

2663-4252