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F Brauer

Showing results (1-10 of 25) with videos related to

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Mathematical Biosciences|July 1, 1995
Models for diseases with vertical transmission and nonlinear population dynamicsF Brauer
Anais Da Academia Brasileira De Ciencias|January 1, 1976
Some applications of the theory of ordinary differential equations to population growth problemsF Brauer
Journal of Theoretical Biology|November 7, 1977
Periodic solutions of some ecological modelsF Brauer
Journal of Mathematical Biology|January 1, 1990
Models for the spread of universally fatal diseasesF Brauer
IEEE Transactions on Bio-Medical Engineering|June 1, 1985
Multipole analysis in magnetopneumography--a model studyF Brauer, G Stroink
Zentralblatt Fur Chirurgie|October 16, 2004
[Molecular aetiology of nodular goitre -- consequences for therapy?]V F Brauer, R Paschke
Theoretical Population Biology|August 1, 1975
Constant rate population harvesting: equilibrium and stabilityF Brauer, D A Sánchez
Caring : National Association for Home Care Magazine|May 9, 1989
In-home mental health services: a paraprofessional model of careN A Newton, W F Brauer
Mathematical and Computer Modelling|April 15, 2020
A discrete epidemic model for SARS transmission and control in ChinaYicang Zhou, Zhien Ma, F Brauer
Mathematical Biosciences|June 8, 2001
Models for transmission of disease with immigration of infectivesF Brauer, P van den Driessche
Pageof 3

Showing results (1-10 of 25) with videos related to

Sort By:
Pageof 3
Mathematical Biosciences|July 1, 1995
Models for diseases with vertical transmission and nonlinear population dynamicsF Brauer
Anais Da Academia Brasileira De Ciencias|January 1, 1976
Some applications of the theory of ordinary differential equations to population growth problemsF Brauer
Journal of Theoretical Biology|November 7, 1977
Periodic solutions of some ecological modelsF Brauer
Journal of Mathematical Biology|January 1, 1990
Models for the spread of universally fatal diseasesF Brauer
IEEE Transactions on Bio-Medical Engineering|June 1, 1985
Multipole analysis in magnetopneumography--a model studyF Brauer, G Stroink
Zentralblatt Fur Chirurgie|October 16, 2004
[Molecular aetiology of nodular goitre -- consequences for therapy?]V F Brauer, R Paschke
Theoretical Population Biology|August 1, 1975
Constant rate population harvesting: equilibrium and stabilityF Brauer, D A Sánchez
Caring : National Association for Home Care Magazine|May 9, 1989
In-home mental health services: a paraprofessional model of careN A Newton, W F Brauer
Mathematical and Computer Modelling|April 15, 2020
A discrete epidemic model for SARS transmission and control in ChinaYicang Zhou, Zhien Ma, F Brauer
Mathematical Biosciences|June 8, 2001
Models for transmission of disease with immigration of infectivesF Brauer, P van den Driessche
Pageof 3