Distribution
Solutions
- Distribution
- Distribution Use Cases
- Details
- Bernoulli Distribution
- Binomial Distribution
- Negative Binomial Distribution
- Negative Binomial Distribution (Continuous data)
- Geometric Distribution
- poisson Distribution
- Uniform Distribution (Discrete)
- Uniform Distribution (Continuous)
- Uniform Distribution (Continuous data)
- Exponential Distribution
- Gamma Distribution
- Gamma Distribution (Continuous data)
- Beta Distribution
- Beta Distribution (Continuous data)
- Normal Distribution
- Normal Distribution (Continuous data)
- Chi-square Distribution
- Student’s t Distribution
- Student’s t Distribution (Continuous data)
- F Distribution
- F Distribution (Continuous data)
- Multinominal Distribution
- Multinominal Distribution (Continuous data)
- Categorical or Multinoulli Distribution
- Dirichlet Distribution
- Dirichlet Distribution (Continuous data)
- Standard Multivariate Normal Distribution
- Multivariate Normal Distribution
- Multivariate Normal Distribution (Continuous data)
Distribution Use Cases
| Distribution Type | Use Cases in SCM | Examples |
|---|---|---|
| Empirical Data Distribution | Modeling real-world phenomena based on historical data | - Customer Demand Patterns - Lead Time Variability - Return Rates |
Poisson Distribution ![]() | Events occurring independently at a constant rate | - Arrival of Orders - Supply Chain Failures - Warehouse Receiving Activities |
Uniform Distribution ![]() | Simplifications when specific patterns are not evident | - Random Inspections - Lead Times for New Suppliers - Task Time Estimations |
Normal Distribution ![]() | Data clustering around a central value with symmetric tails | - Demand Forecasting - Manufacturing Process Control - Transportation Time Analysis |
| Triangle Distribution | Limited data but known minimum, maximum, and most likely outcomes | - Project Completion Times - Cost Estimation for New Products - Supplier Performance Assessment |
Exponential Distribution ![]() | Time between continuous, independent events at a constant rate | - Time Between Supply Chain Disruptions - Lead Time Distribution - Failure Rates of Equipment |
Log-Normal Distribution ![]() | Positively skewed data where the log of the variable is normally distributed | - Product Life Cycle Times - Demand Distribution for High-value Items - Order Quantity Distribution |
Weibull Distribution ![]() | Flexible modeling for various behaviors | - Equipment Lifespan and Reliability - Lead Time Variability - Product Failure Rates |
Beta Distribution ![]() | Variables with a finite range, such as proportions and percentages | - Project Completion Progress - Quality Control Metrics - Inventory Levels as a Proportion of Capacity |
Bernoulli Distribution ![]() | Binary outcomes | - Quality Inspection Outcomes - Demand Occurrence - Supplier On-time Delivery |
Binomial Distribution ![]() | ||
Gamma Distribution ![]() | ||
Student t-Distribution ![]() |
Details
Bernoulli Distribution

Binomial Distribution

Negative Binomial Distribution

Negative Binomial Distribution (Continuous data)

Geometric Distribution

poisson Distribution

Uniform Distribution (Discrete)

Uniform Distribution (Continuous)

Uniform Distribution (Continuous data)

Exponential Distribution

Gamma Distribution

Gamma Distribution (Continuous data)

Beta Distribution

Beta Distribution (Continuous data)

Normal Distribution

Normal Distribution (Continuous data)

Chi-square Distribution

Student’s t Distribution

Student’s t Distribution (Continuous data)

F Distribution

F Distribution (Continuous data)

Multinominal Distribution

Multinominal Distribution (Continuous data)

Categorical or Multinoulli Distribution

Dirichlet Distribution

Dirichlet Distribution (Continuous data)

Standard Multivariate Normal Distribution

Multivariate Normal Distribution

Multivariate Normal Distribution (Continuous data)











