A time delay model of tumour–immune system interactions: Global dynamics, parameter estimation, sensitivity analysis

References

Page 1

	Year	Citations
Introduction to Applied Nonlinear Dynamical Systems and Chaos Stephen Wiggins, D.S. Mazel Computers in Physics Deterministic Dynamical SystemEngineeringChaos TheoryNonlinear DynamicsDynamical Analysis	1990	3.8K
Decoding the Patterns of Self and Nonself by the Innate Immune System Ruslan Medzhitov, Charles A. Janeway Science Adaptive Immune SystemInnate Immune SystemImmunologyArtificial Immune SystemImmunological Computing	2002	2.1K
Nonlinear dynamics of immunogenic tumors: Parameter estimation and global bifurcation analysis Vladimir A. Kuznetsov, Iliya A. Makalkin, Mark A. Taylor, Bulletin of Mathematical Biology Global Bifurcation AnalysisEngineeringDiscrete Dynamical SystemNonlinear DynamicsDynamical Analysis	1994	889
Modeling immunotherapy of the tumor - immune interaction Denise E. Kirschner, John C. Panetta Journal of Mathematical Biology Immune InteractionTumor ImmunologyCancer ImmunosurveillanceImmunologyTumor Immunity	1998	885
Introduction to applied nonlinear dynamical systems and chaos Mathematics and Computers in Simulation Deterministic Dynamical SystemEngineeringChaos TheoryNonlinear Dynamical SystemsNonlinear Dynamics	1991	808
Mathematical Models of Avascular Tumor Growth Tiina Roose, S. Jonathan Chapman, Philip K. Maini SIAM Review Illustrative Mathematical ModelsMathematical ModelingEngineeringAvascular Tumor DevelopmentPathology	2007	559
ON THE FOUNDATIONS OF CANCER MODELLING: SELECTED TOPICS, SPECULATIONS, AND PERSPECTIVES Nicola Bellomo, Nani Li, Philip K. Maini Mathematical Models and Methods in Applied Sciences And PerspectivesEngineeringCritical ReviewMathematical BiophysicsCancer Registration	2008	412
A Mathematical Tumor Model with Immune Resistance and Drug Therapy: An Optimal Control Approach L. G. de Pillis, Ami Radunskaya Computational and Mathematical Methods in Medicine EngineeringArtificial Immune SystemImmunologyImmunoeditingImmunological Computing	2000	411
Modelling and mathematical problems related to tumor evolution and its interaction with the immune system Nicola Bellomo, Luigi Preziosi Mathematical and Computer Modelling Mathematical ProblemsMathematical BiophysicsArtificial Immune SystemImmunologyImmunological Computing	2000	301
A delay differential equation model for tumor growth Minaya Villasana, Ami Radunskaya Journal of Mathematical Biology Tumor GrowthBiological ModelTime Delay SystemBiomedical Modeling	2003	279

Page 1