Works (9)

Updated: April 11th, 2023 10:13

2023 journal article

A Comparison of Mathematical and Statistical Modeling with Longitudinal Data: An Application to Ecological Momentary Assessment of Behavior Change in Individuals with Alcohol Use Disorder

BULLETIN OF MATHEMATICAL BIOLOGY, 85(1).

By: S. Shao*, J. Canner*, R. Everett, K. Bekele-Maxwell*, A. Kuerbis*, L. Stephenson, J. Menda n, J. Morgenstern*, H. Banks

author keywords: Ecological momentary assessment data; Generalized estimating equations; Generalized linear mixed models; Markov models; Generalized linear mixed-effects Markov models; Differential equations
Source: Web Of Science
Added: January 3, 2023

2020 review

A tutorial review of mathematical techniques for quantifying tumor heterogeneity

[Review of ]. MATHEMATICAL BIOSCIENCES AND ENGINEERING, 17(4), 3660–3709.

By: R. Everett, K. Flores, N. Henscheid, J. Lagergren, K. Larripa, D. Li, J. Nardini, P. Nguyen, E. Pitman, E. Rutter

author keywords: cancer heterogeneity; mathematical oncology; tumor growth; glioblastoma multiforme; virtual populations; nonlinear mixed effects; spatiotemporal data; Bayesian estimation; generative; adversarial networks; non-parametric estimation; variational autoencoders; machine learning
Source: Web Of Science
Added: August 3, 2020

2019 journal article

IMMUNOSUPPRESSANT TREATMENT DYNAMICS IN RENAL TRANSPLANT RECIPIENTS: AN ITERATIVE MODELING APPROACH

DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B, 24(6), 2781–2797.

By: N. Murad, H. Tran, H. Banks, R. Everett & E. Rosenberg

author keywords: Inverse problem; infection dynamics; differential equations; renal transplantation; immunosuppression therapy; iterative modeling process; BKV
Sources: Web Of Science, ORCID
Added: April 22, 2019

2018 review

Improving the generation and selection of virtual populations in quantitative systems pharmacology models

[Review of ]. PROGRESS IN BIOPHYSICS & MOLECULAR BIOLOGY, 139, 15–22.

By: T. Rieger*, R. Allen*, L. Bystricky*, Y. Chen*, G. Colopy*, Y. Cui*, A. Gonzalez*, Y. Liu* ...

author keywords: Global optimization; Acceptance rejection sampling; Mathematical modeling; Ordinary differential equations; Genetic algorithm; Metropolis-Hastings
Source: Web Of Science
Added: January 14, 2019

2018 journal article

OPTIMAL DESIGN FOR DYNAMICAL MODELING OF PEST POPULATIONS

MATHEMATICAL BIOSCIENCES AND ENGINEERING, 15(4), 993–1010.

By: H. Banks, R. Everett, N. Murad, R. White, J. Banks, B. Cass, J. Rosenheim n

author keywords: Dynamic modeling; pest management; optimal experimental design; constrained optimization; ecoinformatics
Source: Web Of Science
Added: October 29, 2018

2017 journal article

Dynamic Modeling of Problem Drinkers Undergoing Behavioral Treatment

BULLETIN OF MATHEMATICAL BIOLOGY, 79(6), 1254–1273.

By: H. Banks, K. Bekele-Maxwell n, R. Everett, L. Stephenson, S. Shao* & J. Morgenstern*

author keywords: Mathematical psychology; Inverse problems; Iterative weighted least squares; Behavior change; Personalized medicine
Source: Web Of Science
Added: August 6, 2018

2017 journal article

Mathematical and statistical model misspecifications in modelling immune response in renal transplant recipients

Inverse Problems in Science and Engineering, 26(2), 203–222.

By: H. Banks, R. Everett, S. Hu n, N. Murad n & H. Tran

author keywords: Renal transplant; BK virus; polyomavirus nephropathy; inverse problems; pseudo measurement errors; difference-based methods; model misspecification; statistical error model; 62P10; 92B99; 62G99; 37N15
Sources: Crossref, Web Of Science, ORCID
Added: November 11, 2019

2016 journal article

AN ADAPTIVE FEEDBACK METHODOLOGY FOR DETERMINING INFORMATION CONTENT IN STABLE POPULATION STUDIES

MATHEMATICAL BIOSCIENCES AND ENGINEERING, 13(4), 653–671.

By: H. Banks, J. Banks, R. Everett & J. Stark n

author keywords: Demographic data; inverse problem; ordinary least squares; information content; adaptive feedback
Source: Web Of Science
Added: August 6, 2018

2016 journal article

Dynamics of a Data Based Ovarian Cancer Growth and Treatment Model with Time Delay

Journal of Dynamics and Differential Equations, 28(3-4), 1393–1414.

By: R. Everett, J. Nagy* & Y. Kuang*

author keywords: Stability; Delay equation; Droop model; Ovarian tumor model; Data validation
Source: Crossref
Added: December 31, 2020