‪Ernesto Augusto Bueno da Fonseca Lima‬

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Thomas YankeelovDirector, Center for Computational Oncology, The University of Texas at AustinVerificeret mail på utexas.edu
David A. Hormuth, IIResearch Scientist, The University of Texas at AustinVerificeret mail på austin.utexas.edu
J. Tinsley OdenVerificeret mail på ices.utexas.edu
Regina C AlmeidaPesquisadora do Laboratório Nacional de Computação CientíficaVerificeret mail på lncc.br
AM JarrettThe University of Texas at AustinVerificeret mail på utexas.edu
Chengyue WuThe University of Texas MD Anderson Cancer CenterVerificeret mail på mdanderson.org
Caleb M PhillipsGraduate Student in Computational Science, University of Texas at AustinVerificeret mail på utexas.edu
Anna Claudia Mello de ResendeLaboratório Nacional de Computação CientíficaVerificeret mail på lncc.br
Amy BrockAssociate Professor, The University of Texas at AustinVerificeret mail på austin.utexas.edu
Barbara WohlmuthProefssorin für Mathematik, TU MünchenVerificeret mail på ma.tum.de
danial faghihiAssistant Professor, Department of Mechanical and Aerospace Engineering, University at BuffaloVerificeret mail på buffalo.edu
Heber L. RochaIndiana UniversityVerificeret mail på iu.edu
Amir ShahmoradiUniversity of Texas, ArlingtonVerificeret mail på utexas.edu
David FuentesAssociate ProfessorVerificeret mail på mdanderson.org
Kaitlyn E JohnsonAssistant Professor at the London School of Hygiene & Tropical MedicineVerificeret mail på georgetown.edu
Manasa GaddeUniversity of Texas at AustinVerificeret mail på utexas.edu
Pablo Ivan Pereira RamosPh.D. Researcher, Fundação Oswaldo Cruz, Salvador, Bahia, Brazil.Verificeret mail på fiocruz.br
Marvin FritzPostDoc at Johann Radon Institute for Computational and Applied MathematicsVerificeret mail på ricam.oeaw.ac.at
Ryan Woodall Ph.D.City of HopeVerificeret mail på coh.org
Claudia Pio FerreiraIBB/UNESPVerificeret mail på ibb.unesp.br

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Ernesto Augusto Bueno da Fonseca Lima

University of Texas at Austin

Verificeret mail på ices.utexas.edu


Titel Sortér efter henvisninger Sortér efter årstal Sortér efter titel	Citeret af Citeret af	År
The 2019 mathematical oncology roadmap RC Rockne, A Hawkins-Daarud, KR Swanson, JP Sluka, JA Glazier, ... Physical biology 16 (4), 041005, 2019	198	2019
Mathematical models of tumor cell proliferation: A review of the literature AM Jarrett, EABF Lima, DA Hormuth, MT McKenna, X Feng, DA Ekrut, ... Expert review of anticancer therapy 18 (12), 1271-1286, 2018	145	2018
Mathematical modeling of COVID-19 in 14.8 million individuals in Bahia, Brazil JF Oliveira, DCP Jorge, RV Veiga, MS Rodrigues, MF Torquato, ... Nature communications 12 (1), 333, 2021	114	2021
Cancer cell population growth kinetics at low densities deviate from the exponential growth model and suggest an Allee effect KE Johnson, G Howard, W Mo, MK Strasser, EABF Lima, S Huang, ... PLoS biology 17 (8), e3000399, 2019	108	2019
Selection, calibration, and validation of models of tumor growth E Lima, JT Oden, DA Hormuth, TE Yankeelov, RC Almeida Mathematical Models and Methods in Applied Sciences 26 (12), 2341-2368, 2016	103	2016
Toward predictive multiscale modeling of vascular tumor growth: computational and experimental oncology for tumor prediction JT Oden, EABF Lima, RC Almeida, Y Feng, MN Rylander, D Fuentes, ... Archives of Computational Methods in Engineering 23, 735-779, 2016	100	2016
Selection and validation of predictive models of radiation effects on tumor growth based on noninvasive imaging data E Lima, JT Oden, B Wohlmuth, A Shahmoradi, DA Hormuth II, ... Computer methods in applied mechanics and engineering 327, 277-305, 2017	90	2017
A hybrid ten-species phase-field model of tumor growth E Lima, JT Oden, RC Almeida Mathematical Models and Methods in Applied Sciences 24 (13), 2569-2599, 2014	82	2014
Optimal control theory for personalized therapeutic regimens in oncology: Background, history, challenges, and opportunities AM Jarrett, D Faghihi, DA Hormuth, EABF Lima, J Virostko, G Biros, D Patt, ... Journal of clinical medicine 9 (5), 1314, 2020	73	2020
Integrating mechanism-based modeling with biomedical imaging to build practical digital twins for clinical oncology C Wu, G Lorenzo, DA Hormuth, EABF Lima, KP Slavkova, JC DiCarlo, ... Biophysics reviews 3 (2), 2022	66	2022
A hybrid model of tumor growth and angiogenesis: In silico experiments CM Phillips, EABF Lima, RT Woodall, A Brock, TE Yankeelov Plos one 15 (4), e0231137, 2020	64	2020
Biologically-based mathematical modeling of tumor vasculature and angiogenesis via time-resolved imaging data DA Hormuth, CM Phillips, C Wu, EABF Lima, G Lorenzo, PK Jha, ... Cancers 13 (12), 3008, 2021	48	2021
Mechanism-based modeling of tumor growth and treatment response constrained by multiparametric imaging data DA Hormuth, AM Jarrett, EABF Lima, MT McKenna, DT Fuentes, ... JCO clinical cancer informatics 3, 1-10, 2019	45	2019
A hybrid three-scale model of tumor growth HL Rocha, RC Almeida, E Lima, ACM Resende, JT Oden, TE Yankeelov Mathematical Models and Methods in Applied Sciences 28 (01), 61-93, 2018	42	2018
Analysis and numerical solution of stochastic phase‐field models of tumor growth EABF Lima, RC Almeida, JT Oden Numerical methods for partial differential equations 31 (2), 552-574, 2015	40	2015
Ecological modeling and pest population management: a possible and necessary connection in a changing world EABF Lima, CP Ferreira, WAC Godoy Neotropical Entomology 38, 699-707, 2009	39	2009
Local and nonlocal phase-field models of tumor growth and invasion due to ECM degradation M Fritz, EABF Lima, V Nikolić, JT Oden, B Wohlmuth Mathematical Models and Methods in Applied Sciences 29 (13), 2433-2468, 2019	37	2019
Quantitative in vivo imaging to enable tumour forecasting and treatment optimization G Lorenzo, DA Hormuth II, AM Jarrett, EABF Lima, S Subramanian, ... Cancer, complexity, computation, 55-97, 2022	35	2022
Bayesian calibration of a stochastic, multiscale agent-based model for predicting in vitro tumor growth EABF Lima, D Faghihi, R Philley, J Yang, J Virostko, CM Phillips, ... PLoS Computational Biology 17 (11), e1008845, 2021	34	2021
On the unsteady Darcy–Forchheimer–Brinkman equation in local and nonlocal tumor growth models M Fritz, EABF Lima, J Tinsley Oden, B Wohlmuth Mathematical Models and Methods in Applied Sciences 29 (09), 1691-1731, 2019	34	2019

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