77 citations as recorded by crossref.

1. Disentangling multi-level systems: averaging, correlations and memory J. Wouters & V. Lucarini
2. Mathematical and physical ideas for climate science V. Lucarini et al.
3. Practical Approximations to Seasonal Fluctuation–Dissipation Operators Given a Limited Sample D. Fuchs & S. Sherwood
4. Theoretical foundations of emergent constraints: relationships between climate sensitivity and global temperature variability in conceptual models M. Williamson et al.
5. Linear response for intermittent maps with critical point J. Leppänen
6. Response formulae forn-point correlations in statistical mechanical systems and application to a problem of coarse graining V. Lucarini & J. Wouters
7. On the Lorenz '96 model and some generalizations J. Kerin & H. Engler
8. Stochastic climate theory and modeling C. Franzke et al.
9. Predicting Climate Change Using Response Theory: Global Averages and Spatial Patterns V. Lucarini et al.
10. Reconciling the signal and noise of atmospheric warming on decadal timescales R. Jones & J. Ricketts
11. From reliable weather forecasts to skilful climate response: A dynamical systems approach H. Christensen & J. Berner
12. Detecting time-irreversibility in multiscale systems: Correlation and response functions in the Lorenz96 model N. Cocciaglia & D. Lucente
13. Covariant Lyapunov vectors of a quasi‐geostrophic baroclinic model: analysis of instabilities and feedbacks S. Schubert & V. Lucarini
14. Global instability in the Ghil–Sellers model T. Bódai et al.
15. Edge states in the climate system: exploring global instabilities and critical transitions V. Lucarini & T. Bódai
16. Kolmogorov modes and linear response of jump-diffusion models M. Chekroun et al.
17. Climate Dependence in Empirical Parameters of Subgrid-Scale Parameterizations using the Fluctuation–Dissipation Theorem M. Pieroth et al.
18. Travelling waves and their bifurcations in the Lorenz-96 model D. van Kekem & A. Sterk
19. On some aspects of the response to stochastic and deterministic forcings M. Santos Gutiérrez & V. Lucarini
20. Estimating freshwater flux amplification with ocean tracers via linear response theory A. Basinski-Ferris & L. Zanna
21. Towards a General Theory of Extremes for Observables of Chaotic Dynamical Systems V. Lucarini et al.
22. Nambu representation of an extended Lorenz model with viscous heating R. Blender & V. Lucarini
23. Response Operators for Markov Processes in a Finite State Space: Radius of Convergence and Link to the Response Theory for Axiom A Systems V. Lucarini
24. Linear and fractional response for the SRB measure of smooth hyperbolic attractors and discontinuous observables V. Baladi et al.
25. Fluctuations, response, and resonances in a simple atmospheric model A. Gritsun & V. Lucarini
26. Temperature response in nonequilibrium stochastic systems G. Falasco & M. Baiesi
27. A proof of concept for scale‐adaptive parametrizations: the case of the Lorenz '96 model G. Vissio & V. Lucarini
28. Heterogeneity of the attractor of the Lorenz ’96 model: Lyapunov analysis, unstable periodic orbits, and shadowing properties C. Maiocchi et al.
29. Detection and prediction of equilibrium states in kinetic plasma simulations via mode tracking using reduced-order dynamic mode decomposition I. Nayak et al.
30. A new framework for climate sensitivity and prediction: a modelling perspective F. Ragone et al.
31. A general framework for linking free and forced fluctuations via Koopmanism V. Lucarini et al.
32. Elements of a unified framework for response formulae M. Colangeli & V. Lucarini
33. Statistical and dynamical properties of covariant lyapunov vectors in a coupled atmosphere-ocean model—multiscale effects, geometric degeneracy, and error dynamics S. Vannitsem & V. Lucarini
34. Equivalence of Non-equilibrium Ensembles and Representation of Friction in Turbulent Flows: The Lorenz 96 Model G. Gallavotti & V. Lucarini
35. Linear response for macroscopic observables in high-dimensional systems C. Wormell & G. Gottwald
36. Numerical aspects of applying the fluctuation dissipation theorem to study climate system sensitivity to external forcings A. Gritsun & G. Branstator
37. Wave propagation in the Lorenz-96 model D. van Kekem & A. Sterk
38. Dynamical analysis of blocking events: spatial and temporal fluctuations of covariant Lyapunov vectors S. Schubert & V. Lucarini
39. Predictors and predictands of linear response in spatially extended systems U. Tomasini & V. Lucarini
40. Structural origins and real-time predictors of intermittency A. Barone et al.
41. Estimation of the local response to a forcing in a high dimensional system using the fluctuation-dissipation theorem F. Cooper et al.
42. Response theory and phase transitions for the thermodynamic limit of interacting identical systems V. Lucarini et al.
43. Linear Response for a Family of Self-consistent Transfer Operators F. Sélley & M. Tanzi
44. The Fluctuation–Dissipation Theorem Revisited: Beyond the Gaussian Approximation C. Nicolis & G. Nicolis
45. An ergodic-averaging method to differentiate covariant Lyapunov vectors N. Chandramoorthy & Q. Wang
46. Extreme value statistics for dynamical systems with noise D. Faranda et al.
47. Evaluating climate emulation: fundamental impulse testing of simple climate models A. Schwarber et al.
48. Identification of linear response functions from arbitrary perturbation experiments in the presence of noise – Part 1: Method development and toy model demonstration G. Torres Mendonça et al.
49. Relevance of sampling schemes in light of Ruelle's linear response theory V. Lucarini et al.
50. Bridging the Gap Between Koopmanism and Response Theory: Using Natural Variability to Predict Forced Response N. Zagli et al.
51. An update on the nonequilibrium linear response M. Baiesi & C. Maes
52. Universal Behaviour of Extreme Value Statistics for Selected Observables of Dynamical Systems V. Lucarini et al.
53. Predictability of Extreme Waves in the Lorenz-96 Model Near Intermittency and Quasi-Periodicity A. Sterk & D. van Kekem
54. Hamiltonian Lorenz-like models F. Fedele et al.
55. Stochastic Perturbations to Dynamical Systems: A Response Theory Approach V. Lucarini
56. Projections of the Transient State‐Dependency of Climate Feedbacks R. Bastiaansen et al.
57. Can we use linear response theory to assess geoengineering strategies? T. Bódai et al.
58. Detecting and Attributing Change in Climate and Complex Systems: Foundations, Green’s Functions, and Nonlinear Fingerprints V. Lucarini & M. Chekroun
59. Progressing emergent constraints on future climate change A. Hall et al.
60. Leading Order Response of Statistical Averages of a Dynamical System to Small Stochastic Perturbations R. Abramov
61. Beyond Forcing Scenarios: Predicting Climate Change through Response Operators in a Coupled General Circulation Model V. Lembo et al.
62. The wind-driven ocean circulation: Applying dynamical systems theory to a climate problem M. Ghil
63. Climate response and sensitivity: time scales and late tipping points R. Bastiaansen et al.
64. Multi-level Dynamical Systems: Connecting the Ruelle Response Theory and the Mori-Zwanzig Approach J. Wouters & V. Lucarini
65. Beyond the linear fluctuation-dissipation theorem: the role of causality V. Lucarini & M. Colangeli
66. Lyapunov analysis of multiscale dynamics: the slow bundle of the two-scale Lorenz 96 model M. Carlu et al.
67. Identification of linear response functions from arbitrary perturbation experiments in the presence of noise – Part 2: Application to the land carbon cycle in the MPI Earth System Model G. Torres Mendonça et al.
68. Avalanches, breathers, and flow reversal in a continuous Lorenz-96 model R. Blender et al.
69. On spurious detection of linear response and misuse of the fluctuation–dissipation theorem in finite time series G. Gottwald et al.
70. Stochastic Parameterization: Toward a New View of Weather and Climate Models J. Berner et al.
71. A mathematical approach to understanding emergent constraints F. Nijsse & H. Dijkstra
72. Level Hitting Probabilities and Extremal Indexes for Some Particular Dynamical Systems G. Haiman
73. Revising and Extending the Linear Response Theory for Statistical Mechanical Systems: Evaluating Observables as Predictors and Predictands V. Lucarini
74. The physics of climate variability and climate change M. Ghil & V. Lucarini
75. Analysis of a bistable climate toy model with physics-based machine learning methods M. Gelbrecht et al.
76. Mechanics and thermodynamics of a new minimal model of the atmosphere G. Vissio & V. Lucarini
77. On the Validity of Linear Response Theory in High-Dimensional Deterministic Dynamical Systems C. Wormell & G. Gottwald