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Author Details
Full Name
Paul K Newton
Affiliation
University of Southern California
ORCID
Career Start Year
1988
Papers
36
H Index
15
Expertise
CM4AI Collaborator
PMID
Paper Title
Journal Title
Published Year
36540277
COVID-19 vaccine incentive scheduling using an optimally controlled reinforcement learning model.
Physica D
2023
37849192
Stochastic competitive release and adaptive chemotherapy.
Phys Rev E
2023
35193225
Optimal dynamic incentive scheduling for Hawk-Dove evolutionary games.
Phys Rev E
2022
34207564
Are Adaptive Chemotherapy Schedules Robust? A Three-Strategy Stochastic Evolutionary Game Theory Model.
Cancers (Basel)
2021
33601552
Maximizing cooperation in the prisoner's dilemma evolutionary game via optimal control.
Phys Rev E
2021
33862722
Role of synergy and antagonism in designing multidrug adaptive chemotherapy schedules.
Phys Rev E
2021
34667954
Prediction of Metastatic Patterns in Bladder Cancer: Spatiotemporal Progression and Development of a Novel, Web-based Platform for Clinical Utility.
Eur Urol Open Sci
2021
32598179
Quantified Kinematics to Evaluate Patient Chemotherapy Risks in Clinic.
JCO Clin Cancer Inform
2020
31948939
Towards Multidrug Adaptive Therapy.
Cancer Res
2020
32091578
OrgDyn: feature- and model-based characterization of spatial and temporal organoid dynamics.
Bioinformatics
2020
32970482
Use of Wearable Activity Tracker in Patients With Cancer Undergoing Chemotherapy: Toward Evaluating Risk of Unplanned Health Care Encounters.
JCO Clin Cancer Inform
2020
30674661
Cellular interactions constrain tumor growth.
Proc Natl Acad Sci U S A
2019
30952823
Prediction of Bone Metastasis in Inflammatory Breast Cancer Using a Markov Chain Model.
Oncologist
2019
30934318
Nonlinear adaptive control of competitive release and chemotherapeutic resistance.
Phys Rev E
2019
30785915
Machine learning models for predicting post-cystectomy recurrence and survival in bladder cancer patients.
PLoS One
2019
30048718
Capitalizing on competition: An evolutionary model of competitive release in metastatic castration resistant prostate cancer treatment.
J Theor Biol
2018
29803824
Low-dimensional dynamical characterization of human performance of cancer patients using motion data.
Clin Biomech (Bristol, Avon)
2018
28986381
Chemotherapeutic Dose Scheduling Based on Tumor Growth Rates Provides a Case for Low-Dose Metronomic High-Entropy Therapies.
Cancer Res
2017
30283700
Development of metastatic brain disease involves progression through lung metastases in <i>EGFR</i> mutated non-small cell lung cancer.
Converg Sci Phys Oncol
2017
29177084
The prisoner's dilemma as a cancer model.
Converg Sci Phys Oncol
2016
29937592
AN EVOLUTIONARY MODEL OF TUMOR CELL KINETICS AND THE EMERGENCE OF MOLECULAR HETEROGENEITY DRIVING GOMPERTZIAN GROWTH.
SIAM Rev Soc Ind Appl Math
2016
25456146
Fourier-ring descriptor to characterize rare circulating cells from images generated using immunofluorescence microscopy.
Comput Med Imaging Graph
2015
28721371
Spatiotemporal progression of metastatic breast cancer: a Markov chain model highlighting the role of early metastatic sites.
NPJ Breast Cancer
2015
26640599
Critical behavior of subcellular density organization during neutrophil activation and migration.
Cell Mol Bioeng
2015
25411332
The thrombotic potential of circulating tumor microemboli: computational modeling of circulating tumor cell-induced coagulation.
Am J Physiol Cell Physiol
2015
24736064
Adrenal metastases in lung cancer: clinical implications of a mathematical model.
J Thorac Oncol
2014
25523357
Entropy, complexity, and Markov diagrams for random walk cancer models.
Sci Rep
2014
23447576
Spreaders and sponges define metastasis in lung cancer: a Markov chain Monte Carlo mathematical model.
Cancer Res
2013
24019894
p21-Activated kinase (PAK) regulates cytoskeletal reorganization and directional migration in human neutrophils.
PLoS One
2013
22558094
A stochastic Markov chain model to describe lung cancer growth and metastasis.
PLoS One
2012
23024578
A low-dimensional deformation model for cancer cells in flow.
Phys Fluids (1994)
2012
23050240
Modeling and simulation of procoagulant circulating tumor cells in flow.
Front Oncol
2012
9964654
Scaling laws at nonlinear Schrödinger defect sites.
Phys Rev E Stat Phys Plasmas Fluids Relat Interdiscip Topics
1996
9963584
Unsteady models for the nonlinear evolution of the mixing layer.
Phys Rev E Stat Phys Plasmas Fluids Relat Interdiscip Topics
1995
9902533
Escape from Kolmogorov-Arnold-Moser regions and breakdown of uniform rotation.
Phys Rev A Gen Phys
1989
9899737
Chaos in Rayleigh-Bénard convection with external driving.
Phys Rev A Gen Phys
1988
1 - 36 of 36
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