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Burak Kürsad Günhan
Burak Kürsad Günhan
Biostatistician, Merck KGaA, Darmstadt, Germany
Verified email at merckgroup.com - Homepage
Title
Cited by
Cited by
Year
Random‐effects meta‐analysis of few studies involving rare events
BK Günhan, C Röver, T Friede
Research Synthesis Methods 11 (1), 74-90, 2020
932020
Recent advances in methodology for clinical trials in small populations: the InSPiRe project
T Friede, M Posch, S Zohar, C Alberti, N Benda, E Comets, S Day, ...
Orphanet journal of rare diseases 13, 1-9, 2018
352018
A design‐by‐treatment interaction model for network meta‐analysis and meta‐regression with integrated nested Laplace approximations
BK Günhan, T Friede, L Held
Research synthesis methods 9 (2), 179-194, 2018
292018
A Bayesian time‐to‐event pharmacokinetic model for phase I dose‐escalation trials with multiple schedules
BK Günhan, S Weber, T Friede
Statistics in Medicine 39 (27), 3986-4000, 2020
172020
Phase I dose-escalation oncology trials with sequential multiple schedules
BK Günhan, S Weber, A Seroutou, T Friede
BMC Medical Research Methodology 21, 1-14, 2021
92021
Shrinkage estimation for dose-response modeling in phase II trials with multiple schedules
BK Günhan, P Meyvisch, T Friede
Statistics in Biopharmaceutical Research 14 (2), 249-261, 2022
22022
MetaStan: an R package for Bayesian (model-based) meta-analysis using Stan
BK Günhan, C Röver, T Friede
arXiv preprint arXiv:2202.00502, 2022
22022
A Bayesian time-to-event pharmacokinetic model for sequential phase I dose-escalation trials with multiple schedules
BK Günhan, S Weber, A Seroutou, T Friede
arXiv preprint arXiv:1811.09433, 2018
2*2018
Bayesian methods for borrowing information in clinical drug development
BK Günhan
Georg-August-Universität Göttingen, 2020
2020
Package ‘MetaStan’
BK Guenhan
2020
Model-based meta-analysis using arm-based models
BK Günhan, T Friede, L Bayes-Pharma
2019
Network meta-analysis with integrated nested Laplace approximations
BK Günhan
University of Zurich, 2016
2016
nmaINLA R package: Fitting network meta-analysis models using INLA
BK Günhan
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Articles 1–13