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US Patent 10970682 System and method for agent scheduling using mixed integer linear programming

Patent 10970682 was granted and assigned to inContact on April, 2021 by the United States Patent and Trademark Office.

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Patent abstractTimelineTable: Further ResourcesReferences
Is a
Patent
Patent
1

Patent attributes

Patent Applicant
inContact
inContact
1
Current Assignee
inContact
inContact
1
Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
1
Patent Number
109706821
Patent Inventor Names
Turgut Aykin1
Date of Patent
April 6, 2021
1
Patent Application Number
147303591
Date Filed
June 4, 2015
1
Patent Citations
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US Patent 10115065 Systems and methods for automatic scheduling of a workforce
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US Patent 10102487 Reserve forecasting systems and methods for airline crew planning and staffing
Patent Citations Received
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US Patent 11531939 Shift design and assignment system
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US Patent 11948106 Shift design and assignment system with flexible modeling of constraint and cost function
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US Patent 11971908 Method and apparatus for detecting anomalies in communication data
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US Patent 12106241 Shift design and assignment system with efficient incremental solution
9
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US Patent 12106385 Shift design and assignment system with accurate labor cost in linear form
10
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US Patent 11677875 Method and apparatus for automated quality management of communication records
11
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US Patent 11763220 Shift design and assignment system with efficient incremental solution
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US Patent 11783245 Shift design and assignment system
...
Patent Primary Examiner
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Scott L Jarrett
1
Patent abstract

A computer implemented method for agent scheduling using a Mixed Integer Programming (MILP) model, and a Mixed Integer Programming and Search Heuristic (MILP&SH) algorithm. The MILP model of the invention comprises of an objective function, decision variables, and constraints expressing tour group and shift template rules and required staffing levels as equations and inequalities. The MILP&SH algorithm comprises of an MILP solution algorithm and a search heuristic. The MILP solution algorithm applied to the MILP model to generate a plurality of solutions. If a solution generated by the MILP solution algorithm is an integer feasible solution, the search heuristic generates agent schedules. If a solution is not an integer feasible solution, the steps of the search heuristic are executed to find an integer feasible solution. The search heuristic compares the objective function value for an integer feasible solution found with the objective value for the best solution. If the integer feasible solution has a better objective function value, the best solution is replaced with the integer feasible solution. The MILP&SH algorithm iterates to generate integer feasible solutions, and updating the best solution and associated agent schedules. The MILP&SH algorithm terminates with a best solution found when one or more stopping conditions are satisfied.

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