Jonghyun Yun

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat <i>Stan</i>: A Probabilistic Programming Language 2017 Bob Carpenter
Andrew Gelman
Matthew D. Hoffman
Daniel C. Lee
Ben Goodrich
Michael Betancourt
Marcus A. Brubaker
Jiqiang Guo
Peter Li
Allen Riddell
3
+ Distributed and Adaptive Darting Monte Carlo through Regenerations 2013 Sungjin Ahn
Yutian Chen
Max Welling
2
+ Reversible Jump MCMC Simulated Annealing for Neural Networks 2013 Christophe Andrieu
Nando de Freitas
Arnaud Doucet
2
+ The geometric foundations of Hamiltonian Monte Carlo 2017 Michael Betancourt
Simon Byrne
Samuel Livingstone
Mark Girolami
2
+ PDF Chat A Repelling–Attracting Metropolis Algorithm for Multimodality 2017 Hyungsuk Tak
Xiao‐Li Meng
David A. van Dyk
2
+ Adaptive Markov Chain Monte Carlo through Regeneration 1998 Walter R. Gilks
Gareth O. Roberts
Sujit K. Sahu
2
+ PDF Chat TI-Stan: Model Comparison Using Thermodynamic Integration and HMC 2019 R. Wesley Henderson
Paul M. Goggans
2
+ Stability of Stochastic Approximation under Verifiable Conditions 2005 Christophe Andrieu
Éric Moulines
Pierre Priouret
2
+ On the convergence of Hamiltonian Monte Carlo 2017 Alain Durmus
Éric Moulines
Eero Saksman
2
+ PDF Chat Riemann Manifold Langevin and Hamiltonian Monte Carlo Methods 2011 Mark Girolami
Ben Calderhead
2
+ PDF Chat Using Data Augmentation to Facilitate Conduct of Phase I–II Clinical Trials With Delayed Outcomes 2014 Ick Hoon Jin
Suyu Liu
Peter F. Thall
Ying Yuan
1
+ PDF Chat Deep learning in neural networks: An overview 2014 JĂŒrgen Schmidhuber
1
+ Hamiltonian Monte Carlo Without Detailed Balance 2014 Jascha Sohl‐Dickstein
Mayur Mudigonda
Michael R. DeWeese
1
+ PDF Chat Inference from Iterative Simulation Using Multiple Sequences 1992 Andrew Gelman
Donald B. Rubin
1
+ PDF Chat Wormhole Hamiltonian Monte Carlo 2014 Shiwei Lan
Jeffrey Streets
Babak Shahbaba
1
+ A Lognormal Model for Response Times on Test Items 2006 Wim J. van der Linden
1
+ PDF Chat A Hierarchical Framework for Modeling Speed and Accuracy on Test Items 2007 Wim J. van der Linden
1
+ PDF Chat Annealing stochastic approximation Monte Carlo algorithm for neural network training 2007 Faming Liang
1
+ Introduction to the Analysis of Survival Data in the Presence of Competing Risks 2016 Peter C. Austin
Douglas S. Lee
Jason P. Fine
1
+ On the Geometric Ergodicity of Hamiltonian Monte Carlo 2016 Samuel Livingstone
Michael Betancourt
Simon Byrne
Mark Girolami
1
+ Response Time Modeling Based on the Proportional Hazards Model 2013 Jochen Ranger
Tuulia M. Ortner
1
+ Spatial Point Processes 2011 Mark Huber
1
+ Penalized partial likelihood inference of proportional hazards latent trait models 2016 Hyeon‐Ah Kang
1
+ Optimization assisted MCMC 2017 Ricky Fok
Aijun An
Wei Wang
1
+ PDF Chat MCMC Using Hamiltonian Dynamics 2011 Radford M. Neal
1
+ Hamiltonian Monte Carlo Without Detailed Balance 2014 Jascha Sohl‐Dickstein
Mayur Mudigonda
Michael R. DeWeese
1
+ The No-U-turn sampler: adaptively setting path lengths in Hamiltonian Monte Carlo 2014 Matthew D. Homan
Andrew Gelman
1
+ Example for a piecewise constant hazard data simulation in R 2010 Rainer Walke
1
+ Improving SAMC using smoothing methods: Theory and applications to Bayesian model selection problems 2009 Faming Liang
1
+ PDF Chat Mapping Unobserved Item–Respondent Interactions: A Latent Space Item Response Model with Interaction Map 2021 Minjeong Jeon
Ick Hoon Jin
Michael Schweinberger
Samuel Baugh
1
+ A latent variable model for discrete multivariate psychometric waiting times 1999 Jeffrey A. Douglas
Michael R. Kosorok
Betty Chewning
1
+ PDF Chat Semi‐parametric proportional hazards models with crossed random effects for psychometric response times 2013 Tom Loeys
Catherine Legrand
Antonio Schettino
Gilles Pourtois
1
+ Stochastic Approximation in Monte Carlo Computation 2007 Faming Liang
Chuanhai Liu
Raymond J. Carroll
1
+ PDF Chat Split Hamiltonian Monte Carlo 2013 Babak Shahbaba
Shiwei Lan
Wesley O. Johnson
Radford M. Neal
1
+ Rasch's model for reading speed with manifest explanatory variables 1997 Margo G. H. Jansen
1
+ An accumulator model for responses and response times in tests based on the proportional hazards model 2013 Jochen Ranger
Jörg‐Tobias Kuhn
1
+ A flexible latent trait model for response times in tests 2011 Jochen Ranger
Jörg‐Tobias Kuhn
1
+ Generalized procrustes analysis 1975 J. C. Gower
1
+ A Proportional Hazards Model for the Subdistribution of a Competing Risk 1999 Jason P. Fine
Malcolm H. Ray
1