Research Article
A Reputation Value-Based Task-Sharing Strategy in Opportunistic Complex Social Networks
Algorithm 2
Resource allocation based on the Lagrange multiplier method.
| | Input: the reputation value , the minimum computational resource of every device i, the total computational resource of the MEC server | | | Output: the deserved computational resource of every device i | | (1) | Begin | | (2) | For i = 1 to M | | (3) | //Calculate the authoritative decision factors | | (4) | End for | | (5) | //Construct Lagrangian function | | (6) | For each device i requesting for resource | | (7) | Calculate the partial derivative of with respect to | | (8) | If | | (9) | For i = 1 to M | | (10) | | | (11) | End for | | (12) | End if | | (13) | Print | | | Stop |
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