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Articles 1 - 7 of 7
Full-Text Articles in Physical Sciences and Mathematics
“Macromolecules 86": An International Conference On Functional Polymers And Biopolymers, Otto Vogl, Geoffrey C. Eastmond
“Macromolecules 86": An International Conference On Functional Polymers And Biopolymers, Otto Vogl, Geoffrey C. Eastmond
Emeritus Faculty Author Gallery
No abstract provided.
“Macromolecules 86": An International Conference On Functional Polymers And Biopolymers, Otto Vogl, Geoffrey C. Eastmond
“Macromolecules 86": An International Conference On Functional Polymers And Biopolymers, Otto Vogl, Geoffrey C. Eastmond
Otto Vogl
No abstract provided.
First Polymer Discussions Of Dresden In Gaussig: Polymer Blends, Otto Vogl, Elizabeth Klemm
First Polymer Discussions Of Dresden In Gaussig: Polymer Blends, Otto Vogl, Elizabeth Klemm
Emeritus Faculty Author Gallery
No abstract provided.
First Polymer Discussions Of Dresden In Gaussig: Polymer Blends, Otto Vogl, Elizabeth Klemm
First Polymer Discussions Of Dresden In Gaussig: Polymer Blends, Otto Vogl, Elizabeth Klemm
Otto Vogl
No abstract provided.
Synthesis Of Polymers And Polymer Liquid Crystals: A Euchem Conference In Lahti, Finland, Otto Vogl, Franciska Sundholm
Synthesis Of Polymers And Polymer Liquid Crystals: A Euchem Conference In Lahti, Finland, Otto Vogl, Franciska Sundholm
Emeritus Faculty Author Gallery
No abstract provided.
Synthesis Of Polymers And Polymer Liquid Crystals: A Euchem Conference In Lahti, Finland, Otto Vogl, Franciska Sundholm
Synthesis Of Polymers And Polymer Liquid Crystals: A Euchem Conference In Lahti, Finland, Otto Vogl, Franciska Sundholm
Otto Vogl
No abstract provided.
Statistical Analysis Of A Compound Power-Law Model For Repairable Systems, Max Engelhardt, Lee J. Bain
Statistical Analysis Of A Compound Power-Law Model For Repairable Systems, Max Engelhardt, Lee J. Bain
Geosciences and Geological and Petroleum Engineering Faculty Research & Creative Works
Conclusions - A compound (mixed) Poisson distribution is sometimes used as an alternative to the Poisson distribution for count data. Such a compound distribution, which has a negative binomial form, occurs when the population consists of Poisson distributed individuals, but with intensities which have a gamma distribution. A similar situation can occur with a repairable system when failure intensities of each system are different. A more general situation is considered where the system failures are distributed according to nonhomogeneous Poisson processes having Power Law intensity functions with gamma distributed intensity parameter. If the failures of each system in a population …