Works (4)

Updated: February 15th, 2025 05:01

2025 journal article

Modeling BK Virus Infection in Renal Transplant Recipients

Viruses.

By: N. Myers n, D. Droz n, B. Rogers*, H. Tran n, K. Flores n, C. Chan*, S. Knechtle*, A. Jackson* ...

author keywords: kidney; renal; transplant; modeling; sensitivity; BKPyV; model calibration; immunosuppression
topics (OpenAlex): Polyomavirus and related diseases; Parvovirus B19 Infection Studies; Mathematical and Theoretical Epidemiology and Ecology Models
Sources: Web Of Science, ORCID
Added: December 31, 2024

2020 journal article

Lethal and sublethal effects of toxicants on bumble bee populations: a modelling approach

ECOTOXICOLOGY, 29(3), 237–245.

author keywords: Hymenoptera; Neonicitinoid; Delay differential equation
MeSH headings : Agriculture; Animals; Bees / physiology; Ecosystem; Environmental Monitoring; Hazardous Substances / toxicity; Neonicotinoids / toxicity; Pesticides / toxicity; Pollination
topics (OpenAlex): Plant and animal studies; Insect and Pesticide Research; Insect and Arachnid Ecology and Behavior
TL;DR: A delay differential equation (DDE) model is used, which requires fewer parameter estimations than agent-based models while affording the ability to explicitly describe the effect of larval incubation and colony history on population outcomes. (via Semantic Scholar)
Source: Web Of Science
Added: March 16, 2020

2019 journal article

PARAMETER IDENTIFICATION AND SENSITIVITY ANALYSIS FOR A PHYTOPLANKTON COMPETITION MODEL

QUARTERLY OF APPLIED MATHEMATICS, 77(1), 1–18.

By: T. Stojsavljevic*, G. Pinter*, I. Lauko* & N. Myers n

topics (OpenAlex): Marine and coastal ecosystems; Aquatic and Environmental Studies; Mathematical and Theoretical Epidemiology and Ecology Models
UN Sustainable Development Goals Color Wheel
UN Sustainable Development Goal Categories
13. Climate Action (Web of Science)
14. Life Below Water (Web of Science)
Source: Web Of Science
Added: December 3, 2018

2016 journal article

Parameter Estimation Using Unidentified Individual Data in Individual Based Models

MATHEMATICAL MODELLING OF NATURAL PHENOMENA, 11(6), 9–27.

By: H. Banks n, R. Baraldi n, J. Catenacci n & N. Myers n

author keywords: pharmacokinetics; pharmacodynamics; physiological based pharmacokinetic modeling; inter-individual parameter variability; uncertainty quantification; random differential equations; distribution estimation; Prohorov metric framework; aggregate population data
topics (OpenAlex): Statistical Methods and Bayesian Inference
TL;DR: This work proposes a novel method which accounts for inter-individual variability in experiments where only unidentified individual data is available, and results in more accurate quantification of the uncertainty attributed to inter- individual variability. (via Semantic Scholar)
UN Sustainable Development Goals Color Wheel
UN Sustainable Development Goal Categories
Source: Web Of Science
Added: August 6, 2018

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