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Paper Citation Record · LEDGER

Markov state models revisited: Principles and algorithms for unbiased observables

As of 21 August 2026, this Paper Citation Record lists 52 of 52 outbound references and 0 inbound Pith citation observations for arXiv:2607.19452.

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pith.paper-citation-record.v1
2607.19452 v2

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Outbound references

Observation 4e09b04a-ca0e-4d65-a2c7-a1efb9fdd0d5 · outbound

This paper cites Zuckerman.bRiteWeight: Randomized iterative reweighting for biased trajectory data.

Markov state models revisited: Principles and algorithms for unbiased observables Zuckerman.bRiteWeight: Randomized iterative reweighting for biased trajectory data

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This paper cites On the removal of initial state bias from simula- tion data.

Markov state models revisited: Principles and algorithms for unbiased observables On the removal of initial state bias from simula- tion data

Reference 2

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This paper cites On the Hill relation and the mean reaction time for metastable processes.

Markov state models revisited: Principles and algorithms for unbiased observables On the Hill relation and the mean reaction time for metastable processes

Reference 3

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Observation fa5ed8e6-5781-456f-ad41-2c13737a5e62 · outbound

This paper cites Beyond microscopic reversibility: Are observable nonequi- librium processes precisely reversible?.

Markov state models revisited: Principles and algorithms for unbiased observables Beyond microscopic reversibility: Are observable nonequi- librium processes precisely reversible?

Reference 4

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This paper cites On the relation between projections of the reweighted path ensemble.

Markov state models revisited: Principles and algorithms for unbiased observables On the relation between projections of the reweighted path ensemble

Reference 5

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This paper cites New York: Oxford University Press, 1987.isbn: 978-0-19-504277-1.url:https://openlibrary.org/books/OL2724292M/Introduction_ to_modern_statistical_mechanics.

Markov state models revisited: Principles and algorithms for unbiased observables New York: Oxford University Press, 1987.isbn: 978-0-19-504277-1.url:https://openlibrary.org/books/OL2724292M/Introduction_ to_modern_statistical_mechanics

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Observation 974899b4-90a3-4b9a-b5dc-6d0770500b5c · outbound

This paper cites Markov state models of biomolecular conformational dynamics.

Markov state models revisited: Principles and algorithms for unbiased observables Markov state models of biomolecular conformational dynamics

Reference 7

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This paper cites Probability distributions of molecular observables computed from Markov models. II. Uncertainties in observables and their time evolution.

Markov state models revisited: Principles and algorithms for unbiased observables Probability distributions of molecular observables computed from Markov models. II. Uncertainties in observables and their time evolution

Reference 8

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This paper cites Accelerated estimation of long-timescale kinetics from weighted ensemble simulation via non-Markovian “microbin.

Markov state models revisited: Principles and algorithms for unbiased observables Accelerated estimation of long-timescale kinetics from weighted ensemble simulation via non-Markovian “microbin

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This paper cites Analysis of the accelerated weighted ensemble methodology.

Markov state models revisited: Principles and algorithms for unbiased observables Analysis of the accelerated weighted ensemble methodology

Reference 10

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This paper cites Reaction path study of conformational transitions in flexible systems: Applications to peptides.

Markov state models revisited: Principles and algorithms for unbiased observables Reaction path study of conformational transitions in flexible systems: Applications to peptides

Reference 11

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This paper cites Separating forward and backward pathways in nonequilibrium umbrella sampling.

Markov state models revisited: Principles and algorithms for unbiased observables Separating forward and backward pathways in nonequilibrium umbrella sampling

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Markov state models revisited: Principles and algorithms for unbiased observables Gardiner.Handbook of Stochastic Methods for Physics, Chemistry and the Natural Sciences

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Markov state models revisited: Principles and algorithms for unbiased observables Optimized Markov state models for metastable systems

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Markov state models revisited: Principles and algorithms for unbiased observables MSMBuilder: Statistical models for biomolecular dynamics

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Markov state models revisited: Principles and algorithms for unbiased observables Hill.Free Energy Transduction and Biochemical Cycle Kinetics

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Markov state models revisited: Principles and algorithms for unbiased observables Deeptime: A Python library for machine learning dynamical models from time series data

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Markov state models revisited: Principles and algorithms for unbiased observables Markov state models: From an art to a science

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Markov state models revisited: Principles and algorithms for unbiased observables Optimized parameter selection reveals trends in Markov state models for protein folding

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Markov state models revisited: Principles and algorithms for unbiased observables Randomized iterative trajectory reweighting for steady-state distributions without discretization error

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Markov state models revisited: Principles and algorithms for unbiased observables Uncertainties in Markov state models of small proteins

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Markov state models revisited: Principles and algorithms for unbiased observables Probability distributions of molecular observables computed from Markov models

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Markov state models revisited: Principles and algorithms for unbiased observables Markov state models from short non-equilibrium simulations—Analysis and cor- rection of estimation bias

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Markov state models revisited: Principles and algorithms for unbiased observables Zuckerman.Regularized RiteWeight for sparse trajectory data: A smoothed stationary reweighting framework

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Markov state models revisited: Principles and algorithms for unbiased observables Everything you wanted to know about Markov state models but were afraid to ask

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Markov state models revisited: Principles and algorithms for unbiased observables Markov models of molecular kinetics: Generation and validation

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Markov state models revisited: Principles and algorithms for unbiased observables Iterative trajectory reweighting for estimation of equilibrium and non-equilibrium observables

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Markov state models revisited: Principles and algorithms for unbiased observables Unbiased estimation of equilibrium, rates, and committors from Markov state model analysis

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Markov state models revisited: Principles and algorithms for unbiased observables On the approximation quality of Markov state mod- els

Reference 32

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Markov state models revisited: Principles and algorithms for unbiased observables Equilibrium distribution from distributed computing (simula- tions of protein folding)

Reference 33

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Markov state models revisited: Principles and algorithms for unbiased observables PyEMMA 2: A software package for estimation, validation, and analysis of Markov models

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Markov state models revisited: Principles and algorithms for unbiased observables Identifying mechanistically distinct pathways in kinetic tran- sition networks

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Markov state models revisited: Principles and algorithms for unbiased observables Error analysis and efficient sampling in Markovian state models for molecular dynamics

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This paper cites Accurate estimation of protein folding and unfolding times: Beyond Markov state models.

Markov state models revisited: Principles and algorithms for unbiased observables Accurate estimation of protein folding and unfolding times: Beyond Markov state models

Reference 37

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This paper cites Simultaneous computation of dynamical and equilibrium information using a weighted ensemble of trajectories.

Markov state models revisited: Principles and algorithms for unbiased observables Simultaneous computation of dynamical and equilibrium information using a weighted ensemble of trajectories

Reference 38

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This paper cites What Markov state models can and cannot do: Correlation versus path-based observables in protein-folding models.

Markov state models revisited: Principles and algorithms for unbiased observables What Markov state models can and cannot do: Correlation versus path-based observables in protein-folding models

Reference 39

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This paper cites Describing protein folding kinetics by molecular dynamics simulations. 1. Theory.

Markov state models revisited: Principles and algorithms for unbiased observables Describing protein folding kinetics by molecular dynamics simulations. 1. Theory

Reference 40

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This paper cites Describing protein folding kinetics by molecular dynamics simulations. 2. Example applications to alanine dipeptide and aβ-hairpin peptide.

Markov state models revisited: Principles and algorithms for unbiased observables Describing protein folding kinetics by molecular dynamics simulations. 2. Example applications to alanine dipeptide and aβ-hairpin peptide

Reference 41

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This paper cites Estimation and uncertainty of reversible Markov models.

Markov state models revisited: Principles and algorithms for unbiased observables Estimation and uncertainty of reversible Markov models

Reference 42

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This paper cites Error breakdown and sensitivity analysis of dynamical quantities in Markov state models.

Markov state models revisited: Principles and algorithms for unbiased observables Error breakdown and sensitivity analysis of dynamical quantities in Markov state models

Reference 43

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Markov state models revisited: Principles and algorithms for unbiased observables Unresolved cited work

Reference 44

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Observation a1166edb-9d5e-472b-b91c-0a02e0cd4c65 · outbound

This paper cites Exact rate calculations by trajectory parallelization and tilting.

Markov state models revisited: Principles and algorithms for unbiased observables Exact rate calculations by trajectory parallelization and tilting

Reference 45

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This paper cites Exploring energy landscapes.

Markov state models revisited: Principles and algorithms for unbiased observables Exploring energy landscapes

Reference 46

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Observation 79613d94-142c-4d4a-9cb8-d835f909a287 · outbound

This paper cites Adaptive Markov state model estimation using short reseeding trajectories.

Markov state models revisited: Principles and algorithms for unbiased observables Adaptive Markov state model estimation using short reseeding trajectories

Reference 47

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Observation e15f89d9-bffb-48ed-9d5f-3fcf4aefb1b5 · outbound

This paper cites Variational Koopman models: Slow collective variables and molecular kinetics from short off-equilibrium simulations.

Markov state models revisited: Principles and algorithms for unbiased observables Variational Koopman models: Slow collective variables and molecular kinetics from short off-equilibrium simulations

Reference 48

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Observation 6f7d86bc-6511-46b4-93d4-0331f2170a07 · outbound

This paper cites Zuckerman.“Proof ” of the Hill Relation Between Probability Flux and Mean First-Passage Time.

Markov state models revisited: Principles and algorithms for unbiased observables Zuckerman.“Proof ” of the Hill Relation Between Probability Flux and Mean First-Passage Time

Reference 49

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Observation 9ef15b3f-d645-409e-aa11-8c42d971532f · outbound

This paper cites Zuckerman.Counting is not enough: A weakness of MSMs inherited by RiteWeight.

Markov state models revisited: Principles and algorithms for unbiased observables Zuckerman.Counting is not enough: A weakness of MSMs inherited by RiteWeight

Reference 50

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Observation b535dd4d-6851-4a4a-81f8-e46e9fc0095a · outbound

This paper cites Zuckerman.Statistical Physics of Biomolecules: An Introduction.

Markov state models revisited: Principles and algorithms for unbiased observables Zuckerman.Statistical Physics of Biomolecules: An Introduction

Reference 51

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Observation 213e7a94-51e3-4aff-8762-cedd7b71141f · outbound

This paper cites A gentle introduction to the non-equilibrium physics of trajectories: Theory, algorithms, and biomolecular applications.

Markov state models revisited: Principles and algorithms for unbiased observables A gentle introduction to the non-equilibrium physics of trajectories: Theory, algorithms, and biomolecular applications

Reference 52

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