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Optimization of Logistics Processes
by Mining Business Transactions and Determining the Optimal Inventory Level
Linda Terlouw (linda.terlouw@icris.nl), www.icris.nl
situation
situation
How do we get the right material to the right place at the right moment?
situation
How do we get the right material to the right place at the right moment?
mechanic:
“I want a service level of 100%!”
logistics officer:
“We don’t have enough money!”
task
task
Find bottlenecks that lead to unnecessary downtime of machines and
determine optimal stock levels
approach
approach step 1: mining process flows
process mining
Source: olifantenpaadjes.nl
the event log
Source: logboek Cherokee, 11 July 1867, Valparaiso, Chile
consists of: case id, timestamp, activity, and resource
ILP-miner
fuzzy miner
genetic miner
inductive miner
heuristic miner
process mining algorithms
and many more!
the inductive miner
Making the directly follows graph
the inductive miner
Filtering the directly follows graph
The directly follows graph is just a simple transformation and
visualization of the data using a weighted directed graph.
the inductive miner
Making the directly follows graph
the inductive miner
The inductive miner finds process models from event logs using a
recursive algorithm
the inductive miner
Recursion for process models?
sequence found!
the inductive miner
Recursion for process models?
choice found!
the inductive miner
Recursion for process models?
sequence found!
the inductive miner
Recursion for process models?
the inductive miner
Flow chart produced by miner
approach step 2: finding business transactions
finding business transactions
- Are coordination acts explicit or tacit?
- How can we map events to coordination and production acts?
- Are declines, rejects, and cancellations allowed?
- How does the process flow found by ‘normal process mining’ relate to
the process tree used in DEMO?
approach step 3: mining statistics on transaction level
approach step 4: finding optimal stock levels
the stock reorder point
n = L (d/D) + σ [Φ(S)]
where:
- L is the lead time in days,
- d is the annual demand for the item,
- D is the number of working days in a year,
- σ is the demand standard deviation (per lead time),
- S is the required service level,
- Φ is the inverse of the standard normal distribution.
result
visualization business transactions
For each transaction we show statistics about the number of times
it occurs and the time it takes
calculation stock reorder points
Questions or suggestions for improvement?
Linda Terlouw (linda.terlouw@icris.nl), www.icris.nl

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Slides of EEWC 2017