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Bulletin of Mathematical Biology
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November 3, 2023
Forced Traveling Waves in a Reaction-Diffusion Equation with Strong Allee Effect and Shifting Habitat
Bingtuan Li, Garrett Otto
Journal of Mathematical Biology
|
October 22, 2022
Wave speed and critical patch size for integro-difference equations with a strong Allee effect
Bingtuan Li, Garrett Otto
Journal of Mathematical Biology
|
March 1, 2024
Spread and persistence for integro-difference equations with shifting habitat and strong Allee effect
Bingtuan Li, Garrett Otto
Journal of Biomechanics
|
January 15, 2023
Characterization of trial duration in traditional and emerging postural control measures
Sutton B Richmond, Garrett Otto, Kevin D Dames
Bulletin of Mathematical Biology
|
March 18, 2018
How Phenological Variation Affects Species Spreading Speeds
Garrett Otto, Sharon Bewick, Bingtuan Li, et al.
Mathematical Biosciences
|
May 26, 2024
Allee effects introduced by density dependent phenology
Timothy J Pervenecki, Sharon Bewick, Garrett Otto, et al.
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Search research articles
Search
Showing results (1-10 of 6) with videos related to
Sort By:
Page
of 1
Bulletin of Mathematical Biology
|
November 3, 2023
Forced Traveling Waves in a Reaction-Diffusion Equation with Strong Allee Effect and Shifting Habitat
Bingtuan Li, Garrett Otto
Journal of Mathematical Biology
|
October 22, 2022
Wave speed and critical patch size for integro-difference equations with a strong Allee effect
Bingtuan Li, Garrett Otto
Journal of Mathematical Biology
|
March 1, 2024
Spread and persistence for integro-difference equations with shifting habitat and strong Allee effect
Bingtuan Li, Garrett Otto
Journal of Biomechanics
|
January 15, 2023
Characterization of trial duration in traditional and emerging postural control measures
Sutton B Richmond, Garrett Otto, Kevin D Dames
Bulletin of Mathematical Biology
|
March 18, 2018
How Phenological Variation Affects Species Spreading Speeds
Garrett Otto, Sharon Bewick, Bingtuan Li, et al.
Mathematical Biosciences
|
May 26, 2024
Allee effects introduced by density dependent phenology
Timothy J Pervenecki, Sharon Bewick, Garrett Otto, et al.
Page
of 1