Matrix‐Exponential Distributions: Calculus and Interpretations via Flows

By Mogens Bladt, M. Neuts. 2003

63 citations recorded by the source corpus.

Subfields: Management Information Systems, Management Science and Operations Research, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/9efd1423b0103343720eb74bbcb4db90e92c0a5d

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Management Information Systems

1. Nigel G. Bean
2. Bo Friis Nielsen
3. Peter G. Taylor
4. Mark Fackrell
5. Mogens Bladt

In Management Science and Operations Research

1. Bo Friis Nielsen
2. Nigel G. Bean
3. Mogens Bladt

In Statistics and Probability

1. Bo Friis Nielsen
2. Nigel G. Bean
3. Peter G. Taylor
4. Mogens Bladt
5. Mark Fackrell

Citations in the corpus

• Quasi-Birth-and-Death Processes with Rational Arrival Process Components (2010, background): “Interpretation in Terms of Fluid Flow Bladt and Neuts[4] introduced the interpretation of the state vector of the ME distributions as fluid flowing between various containers with the important restriction that the content of the last container should be nondecreasing, non-negative, and tending towa”
• A Review on Phase-type Distributions and their Use in Risk Theory (2005, methodology): “Also an extension of the model to claim sizes having a Matrix-exponential distribution (distributions with rational Laplace transforms) has been proved in Bladt and Neuts (2003).”
• Characterization of Matrix-Exponential Distributions (2008, background): “Bladt and Neuts[10], on the other hand, described ME distributions in terms of the random stopping times of deterministic flows.”