Review Articles

A collection of all the review articles published in the Bulletin of Mathematical Biology.

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Journal

Bulletin of Mathematical Biology

As the official journal of the Society for Mathematical Biology, this journal shares research at the biology-mathematics interface.

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Showing 1-15 of 15 articles

Could Mathematics be the Key to Unlocking the Mysteries of Multiple Sclerosis?
Georgia Weatherley
Robyn P. Araujo
Adrianne L. Jenner
Review Open access 29 June 2023 Article: 75
Tumor Evolution Models of Phase-Field Type with Nonlocal Effects and Angiogenesis
Marvin Fritz
Reviews 20 April 2023 Article: 44
Modelling Cell Invasion: A Review of What JD Murray and the Embryo Can Teach Us
Paul M. Kulesa
Jennifer C. Kasemeier-Kulesa
Caleb Bailey
Special Issue: Celebrating J. D. Murray 17 February 2021 Article: 26
Trending on Social Media: Integrating Social Media into Infectious Disease Dynamics
J. Sooknanan
D. M. G. Comissiong
Reviews and Tutorials 02 July 2020 Article: 86
A Current Perspective on Wound Healing and Tumour-Induced Angiogenesis
Jennifer A. Flegg
Shakti N. Menon
D. L. Sean McElwain
Review 22 January 2020 Article: 23
Methods of Model Reduction for Large-Scale Biological Systems: A Survey of Current Methods and Trends
Thomas J. Snowden
Piet H. van der Graaf
Marcus J. Tindall
Review Article Open access 27 June 2017 Pages: 1449 - 1486
Mathematical Models for Immunology: Current State of the Art and Future Research Directions
Raluca Eftimie
Joseph J. Gillard
Doreen A. Cantrell
Review Article Open access 06 October 2016 Pages: 2091 - 2134
Mathematical Modelling of Bacterial Quorum Sensing: A Review
Judith Pérez-Velázquez
Meltem Gölgeli
Rodolfo García-Contreras
Review Article 25 August 2016 Pages: 1585 - 1639
Patient-Specific Mathematical Neuro-Oncology: Using a Simple Proliferation and Invasion Tumor Model to Inform Clinical Practice
Pamela R. Jackson
Joseph Juliano
Kristin R. Swanson
Review Paper Open access 21 March 2015 Pages: 846 - 856
Bistability, Oscillations, and Traveling Waves in Frog Egg Extracts
John J. Tyson
Bela Novak
Original Article 04 September 2014 Pages: 796 - 816
A Mathematical Biologist’s Guide to Absolute and Convective Instability
Jonathan A. Sherratt
Ayawoa S. Dagbovie
Frank M. Hilker
Review Article 22 November 2013 Pages: 1 - 26
Tendon Mechanobiology: Experimental Models Require Mathematical Underpinning
Mark S. Thompson
Review Article 17 May 2013 Pages: 1238 - 1254
Interactions Between the Immune System and Cancer: A Brief Review of Non-spatial Mathematical Models
Raluca Eftimie
Jonathan L. Bramson
David J. D. Earn
Review Article 12 March 2010 Pages: 2 - 32
Overview of Mathematical Approaches Used to Model Bacterial Chemotaxis II: Bacterial Populations
M. J. Tindall
P. K. Maini
J. P. Armitage
Original Article 19 July 2008 Pages: 1570 - 1607
Overview of Mathematical Approaches Used to Model Bacterial Chemotaxis I: The Single Cell
M. J. Tindall
S. L. Porter
J. P. Armitage
Review Article 19 July 2008 Pages: 1525 - 1569

Review Articles

Participating journal

Bulletin of Mathematical Biology

Articles

Could Mathematics be the Key to Unlocking the Mysteries of Multiple Sclerosis?

Tumor Evolution Models of Phase-Field Type with Nonlocal Effects and Angiogenesis

Modelling Cell Invasion: A Review of What JD Murray and the Embryo Can Teach Us

Trending on Social Media: Integrating Social Media into Infectious Disease Dynamics

A Current Perspective on Wound Healing and Tumour-Induced Angiogenesis

Methods of Model Reduction for Large-Scale Biological Systems: A Survey of Current Methods and Trends

Mathematical Models for Immunology: Current State of the Art and Future Research Directions

Mathematical Modelling of Bacterial Quorum Sensing: A Review

Patient-Specific Mathematical Neuro-Oncology: Using a Simple Proliferation and Invasion Tumor Model to Inform Clinical Practice

Bistability, Oscillations, and Traveling Waves in Frog Egg Extracts

A Mathematical Biologist’s Guide to Absolute and Convective Instability

Tendon Mechanobiology: Experimental Models Require Mathematical Underpinning

Interactions Between the Immune System and Cancer: A Brief Review of Non-spatial Mathematical Models

Overview of Mathematical Approaches Used to Model Bacterial Chemotaxis II: Bacterial Populations

Overview of Mathematical Approaches Used to Model Bacterial Chemotaxis I: The Single Cell

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