Service Topology Determination via Demand Aggregation
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Solution Overview
Problem
Companies face challenges in efficiently scheduling and allocating resources to provide services to a large number of customers distributed across a geographic area, especially when resource relocation is difficult.
Innovation Solution
The development of automated systems and methods that determine a topology for the efficient allocation and distribution of services using demand aggregation and constrained delivery models, incorporating demand estimation models and cost optimization algorithms.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Area of stationary object
If services are provided to a large number of customers distributed across a geographic area, then customer coverage is improved, but resource allocation complexity increases
Solution Approach 1:
The system segments the geographic area into multiple regions or zones, each managed independently with its own resource allocation decisions. This divides the complex problem of serving all customers into smaller, manageable sub-problems for each region, reducing overall allocation complexity while maintaining comprehensive coverage.
Solution Approach 2:
The system changes parameters such as service thresholds, resource capacity levels, and allocation rules based on regional characteristics and demand patterns. By adjusting these parameters dynamically, the system optimizes resource allocation for each region, managing complexity through parameterized control rather than centralized micromanagement.
2Ease of operation
If resources are allocated to serve dispersed customers, then service accessibility is improved, but scheduling difficulty increases
Solution Approach 1:
The system performs preliminary actions by pre-planning resource allocation and service schedules based on predicted demand patterns and customer locations. Resources are pre-positioned or pre-scheduled for specific time windows, enabling efficient service delivery to dispersed customers without requiring complex real-time scheduling decisions.
Solution Approach 2:
The scheduling system incorporates dynamic adjustments, allowing resource allocation and service timing to adapt to changing conditions such as actual demand realization, resource availability, and external factors. This dynamic approach simplifies scheduling by allowing flexible responses rather than rigid pre-planning for all scenarios.
3Ease of manufacture
If traditional scheduling methods are used for dispersed customers, then implementation simplicity is maintained, but cost efficiency deteriorates
Solution Approach 1:
The system enables self-service through automated algorithms that independently optimize resource allocation and scheduling decisions. The automated system performs complex optimization calculations and makes allocation decisions without requiring manual intervention, maintaining implementation simplicity while achieving cost efficiency through intelligent, data-driven resource management.
4Stability of the object's composition
If resource relocation is restricted, then resource stability is improved, but allocation flexibility worsens
Solution Approach 1:
The system adds another dimension to resource allocation by incorporating time as a variable. Instead of only spatial relocation, resources can be allocated across different time periods at the same location. This allows the system to maintain physical resource stability while achieving allocation flexibility through temporal adjustments, serving different customer groups at different times.
Data Source
AI summary
Described are systems and methods directed to determining a topology for the efficient allocation and distribution of a service to customers that are distributed over a geographic area. For example, the topology can facilitate the planning, scheduling, and allocation of resources for the efficient provisioning of services to customers at locations distributed over the geographic area. Certain input parameters and/or constraints associated with the provisioning of the service may be processed to define a cost function that may represent a total cost of providing the service while ensuring that none of the constraints are exceeded. The cost function may be optimized to determine a lowest relative cost for providing the services to the customers using the various mechanisms and/or types of resources, and a topology associated with the optimized cost function can be generated to specify how the service should be provided to satisfy the demand.


