bib
Bibliography/references.
1"""Bibliography/references.""" 2 3anderson2010non = None 4""" 5**Anderson**, **J L** 2010 A non-Gaussian ensemble filter update 6for data assimilation. *Monthly Weather Review*, 138(11): 74186–4198. 8""" 9 10anderson2009spatially = None 11""" 12**Anderson**, **J L** 2009 Spatially and temporally varying 13adaptive covariance inflation for ensemble filters. *Tellus A*, 1461(1): 72–83. 15""" 16 17bengtsson2003toward = None 18""" 19**Bengtsson**, **T**, **Snyder**, **C**, and **Nychka**, **D** 202003 Toward a nonlinear ensemble filter for high-dimensional 21systems. *Journal of Geophysical Research: Atmospheres*, 108(D24). 22""" 23 24bocquet2016localization = None 25""" 26**Bocquet**, **M** 2016 Localization and the iterative ensemble 27Kalman smoother. *Quarterly Journal of the Royal Meteorological 28Society*, 142(695): 1075–1089. 29""" 30 31bocquet2011ensemble = None 32""" 33**Bocquet**, **M** 2011 Ensemble Kalman filtering without the 34intrinsic need for inflation. *Nonlinear Processes in Geophysics*, 3518(5): 735–750. 36""" 37 38bocquet2019consistency = None 39""" 40**Bocquet**, **M** and **Farchi**, **A** 2019 On the consistency 41of the local ensemble square root kalman filter perturbation 42update. *Tellus A: Dynamic Meteorology and Oceanography*, 71(1): 431613142. 44""" 45 46bocquet2010beyond = None 47""" 48**Bocquet**, **M**, **Pires**, **C A**, and **Wu**, **L** 2010 49Beyond Gaussian statistical modeling in geophysical data 50assimilation. *Monthly Weather Review*, 138(8): 2997–3023. 51""" 52 53bocquet2015expanding = None 54""" 55**Bocquet**, **M**, **Raanes**, **P N**, and **Hannart**, **A** 562015 Expanding the validity of the ensemble Kalman filter without 57the intrinsic need for inflation. *Nonlinear Processes in 58Geophysics*, 22(6): 645–662. 59""" 60 61bocquet2014iterative = None 62""" 63**Bocquet**, **M** and **Sakov**, **P** 2014 An iterative ensemble 64Kalman smoother. *Quarterly Journal of the Royal Meteorological 65Society*, 140(682): 1521–1535. 66""" 67 68bocquet2013joint = None 69""" 70**Bocquet**, **M** and **Sakov**, **P** 2013 Joint state and 71parameter estimation with an iterative ensemble Kalman smoother. 72*Nonlinear Processes in Geophysics*, 20(5): 803–818. 73""" 74 75bocquet2012combining = None 76""" 77**Bocquet**, **M** and **Sakov**, **P** 2012 Combining 78inflation-free and iterative ensemble Kalman filters for strongly 79nonlinear systems. *Nonlinear Processes in Geophysics*, 19(3): 80383–399. 81""" 82 83chen2003bayesian = None 84""" 85**Chen**, **Z** 2003 Bayesian filtering: From Kalman filters to 86particle filters, and beyond. *Statistics*, 182(1): 1–69. 87""" 88 89counillon2009application = None 90""" 91**Counillon**, **F**, **Sakov**, **P**, and **Bertino**, **L** 922009 Application of a hybrid EnKF-OI to ocean forecasting. 93""" 94 95doucet2001sequential = None 96""" 97**Doucet**, **A**, **De Freitas**, **N**, and **Gordon**, **N** 982001 *Sequential Monte Carlo methods in practice*. Springer. 99""" 100 101doucet2009tutorial = None 102""" 103**Doucet**, **A** and **Johansen**, **A M** 2009 A tutorial on 104particle filtering and smoothing: Fifteen years later. *Handbook 105of Nonlinear Filtering*, 656–704. 106""" 107 108emerick2012history = None 109""" 110**Emerick**, **A A** and **Reynolds**, **A C** 2012 History 111matching time-lapse seismic data using the ensemble Kalman filter 112with multiple data assimilations. *Computational Geosciences*, 11316(3): 639–659. 114""" 115 116evensen2009ensemble = None 117""" 118**Evensen**, **G** 2009 The ensemble Kalman filter for combined 119state and parameter estimation. *Control Systems, IEEE*, 29(3): 12083–104. 121""" 122 123frei2013mixture = None 124""" 125**Frei**, **M** and **Künsch**, **H R** 2013b Mixture ensemble 126kalman filters. *Computational Statistics & Data Analysis*, 58: 127127–138. 128""" 129 130frei2013bridging = None 131""" 132**Frei**, **M** and **Künsch**, **H R** 2013a Bridging the 133ensemble Kalman and particle filters. *Biometrika*, ast020. 134""" 135 136grudzien2020numerical = None 137""" 138**Grudzien**, **C**, **Bocquet**, **M**, and **Carrassi**, **A** 1392020 On the numerical integration of the lorenz-96 model, with 140scalar additive noise, for benchmark twin experiments. 141*Geoscientific Model Development*, 13(4): 1903–1924. 142""" 143 144harty2021eigenvector = None 145""" 146**Harty**, **T**, **Morzfeld**, **M**, and **Snyder**, **C** 2021 147Eigenvector-spatial localisation. *Tellus A: Dynamic Meteorology 148and Oceanography*, 73(1): 1–18. 149""" 150 151hoteit2015mitigating = None 152""" 153**Hoteit**, **I**, **Pham**, **D-T**, **Gharamti**, **M E**, and 154**Luo**, **X** 2015 Mitigating observation perturbation sampling 155errors in the stochastic EnKF. *Monthly Weather Review*, 143(7): 1562918–2936. 157""" 158 159hunt2007efficient = None 160""" 161**Hunt**, **B R**, **Kostelich**, **E J**, and **Szunyogh**, **I** 1622007 Efficient data assimilation for spatiotemporal chaos: A local 163ensemble transform Kalman filter. *Physica D: Nonlinear 164Phenomena*, 230(1): 112–126. 165""" 166 167karspeck2007experimental = None 168""" 169**Karspeck**, **A R** and **Anderson**, **J L** 2007 Experimental 170implementation of an ensemble adjustment filter for an 171intermediate ENSO model. *Journal of Climate*, 20(18): 4638–4658. 172""" 173 174van2009particle = None 175""" 176**Leeuwen**, **P J** **van** 2009 Particle filtering in 177geophysical systems. *Monthly Weather Review*, 137(12): 4089–4114. 178""" 179 180lei2011moment = None 181""" 182**Lei**, **J** and **Bickel**, **P** 2011 A moment matching 183ensemble filter for nonlinear non-Gaussian data assimilation. 184*Monthly Weather Review*, 139(12): 3964–3973. 185""" 186 187liu2001theoretical = None 188""" 189**Liu**, **J S**, **Chen**, **R**, and **Logvinenko**, **T** 2001 190A theoretical framework for sequential importance sampling with 191resampling. In: *Sequential Monte Carlo Methods in Practice*. 192Springer. pp. 225–246. 193""" 194 195lorenz2005look = None 196""" 197**Lorenz**, **E N** 2005 A look at some details of the growth of 198initial uncertainties. *Tellus A: Dynamic Meteorology and 199Oceanography*, 57(1): 1–11. 200""" 201 202lorenz1996predictability = None 203""" 204**Lorenz**, **E N** 1996 Predictability: A problem partly solved. 205In: *Proc. ECMWF Seminar on Predictability*. Reading, UK. pp. 2061–18. 207""" 208 209lorenz1984irregularity = None 210""" 211**Lorenz**, **E N** 1984 Irregularity: A fundamental property of 212the atmosphere. *Tellus A*, 36(2): 98–110. 213""" 214 215lorenz1998optimal = None 216""" 217**Lorenz**, **E N** and **Emanuel**, **K A** 1998 Optimal sites 218for supplementary weather observations: Simulation with a small 219model. *Journal of the Atmospheric Sciences*, 55(3): 399–414. 220""" 221 222lorenz2005designing = None 223""" 224**Lorenz**, **Edward N** 2005 Designing chaotic models. *Journal 225of the Atmospheric Sciences*, 62(5): 1574–1587. 226""" 227 228mandel2016hybrid = None 229""" 230**Mandel**, **J**, **Bergou**, **E**, **Gürol**, **S**, 231**Gratton**, **S**, and **Kasanický**, **I** 2016 Hybrid 232Levenberg-Marquardt and weak-constraint ensemble Kalman smoother 233method. *Nonlinear Processes in Geophysics*, 23(2): 59–73. 234""" 235 236miyoshi2011gaussian = None 237""" 238**Miyoshi**, **T** 2011 The Gaussian approach to adaptive 239covariance inflation and its implementation with the local 240ensemble transform Kalman filter. *Monthly Weather Review*, 241139(5): 1519–1535. 242""" 243 244pajonk2012deterministic = None 245""" 246**Pajonk**, **O**, **Rosić**, **B V**, **Litvinenko**, **A**, and 247**Matthies**, **H G** 2012 A deterministic filter for non-Gaussian 248Bayesian estimation—applications to dynamical system estimation 249with noisy measurements. *Physica D: Nonlinear Phenomena*, 241(7): 250775–788. 251""" 252 253pinheiro2019efficient = None 254""" 255**Pinheiro**, **F R**, **Leeuwen**, **P J** **van**, and 256**Geppert**, **G** 2019 Efficient nonlinear data assimilation 257using synchronization in a particle filter. *Quarterly Journal of 258the Royal Meteorological Society*, 145(723): 2510–2523. 259""" 260 261raanes2016thesis = None 262""" 263**Raanes**, **Patrick N** 2016 Improvements to ensemble methods 264for data assimilation in the geosciences (PhD thesis). University 265of Oxford. 266""" 267 268raanes2015rts = None 269""" 270**Raanes**, **Patrick Nima** 2016 On the ensemble 271Rauch-Tung-Striebel smoother and its equivalence to the ensemble 272Kalman smoother. *Quarterly Journal of the Royal Meteorological 273Society*, 142(696): 1259–1264. 274""" 275 276raanes2019adaptive = None 277""" 278**Raanes**, **Patrick N**, **Bocquet**, **M**, and **Carrassi**, 279**A** 2019 Adaptive covariance inflation in the ensemble Kalman 280filter by Gaussian scale mixtures. *Quarterly Journal of the Royal 281Meteorological Society*, 145(718): 53–75. DOI: 282https://doi.org/10.1002/qj.3386 283""" 284 285raanes2014ext = None 286""" 287**Raanes**, **P N**, **Carrassi**, **A**, and **Bertino**, **L** 2882015 Extending the square root method to account for model noise 289in the ensemble Kalman filter. *Monthly Weather Review*, 143(10): 2903857–3873. 291""" 292 293raanes2019revising = None 294""" 295**Raanes**, **Patrick Nima**, **Stordal**, **A S**, and 296**Evensen**, **G** 2019 Revising the stochastic iterative ensemble 297smoother. *Nonlinear Processes in Geophysics*, 26(3): 325–338. 298""" 299 300rainwater2013mixed = None 301""" 302**Rainwater**, **S** and **Hunt**, **B** 2013 Mixed-resolution 303ensemble data assimilation. *Monthly weather review*, 141(9): 3043007–3021. 305""" 306 307sakov2008implications = None 308""" 309**Sakov**, **P** and **Oke**, **P R** 2008b Implications of the 310form of the ensemble transformation in the ensemble square root 311filters. *Monthly Weather Review*, 136(3): 1042–1053. 312""" 313 314sakov2008deterministic = None 315""" 316**Sakov**, **P** and **Oke**, **P R** 2008a A deterministic 317formulation of the ensemble Kalman filter: An alternative to 318ensemble square root filters. *Tellus A*, 60(2): 361–371. 319""" 320 321sakov2012iterative = None 322""" 323**Sakov**, **P**, **Oliver**, **D S**, and **Bertino**, **L** 2012 324An iterative EnKF for strongly nonlinear systems. *Monthly Weather 325Review*, 140(6): 1988–2004. 326""" 327 328todter2015second = None 329""" 330**Tödter**, **J** and **Ahrens**, **B** 2015 A second-order exact 331ensemble square root filter for nonlinear data assimilation. 332*Monthly Weather Review*, 143(4): 1347–1367. 333""" 334 335vano2006chaos = None 336""" 337**Vano**, **J A**, **Wildenberg**, **J C**, **Anderson**, **M B**, 338**Noel**, **J K**, and **Sprott**, **J C** 2006 Chaos in 339low-dimensional Lotka–Volterra models of competition. 340*Nonlinearity*, 19(10): 2391. 341""" 342 343vissio2020mechanics = None 344""" 345**Vissio**, **G** and **Lucarini**, **V** 2020 Mechanics and 346thermodynamics of a new minimal model of the atmosphere. *The 347European Physical Journal Plus*, 135(10): 1–21. 348""" 349 350wikle2007bayesian = None 351""" 352**Wikle**, **C K** and **Berliner**, **L M** 2007 A Bayesian 353tutorial for data assimilation. *Physica D: Nonlinear Phenomena*, 354230(1-2): 1–16. 355""" 356 357wiljes2016second = None 358""" 359**Wiljes**, **J** **de**, **Acevedo**, **W**, and **Reich**, **S** 3602016 Second-order accurate ensemble transform particle filters. 361*arXiv preprint arXiv:1608.08179*. 362""" 363 364wilks2005effects = None 365""" 366**Wilks**, **D S** 2005 Effects of stochastic parametrizations in 367the Lorenz’96 system. *Quarterly Journal of the Royal 368Meteorological Society*, 131(606): 389–407. 369""" 370 371zupanski2005maximum = None 372""" 373**Zupanski**, **M** 2005 Maximum likelihood ensemble filter: 374Theoretical aspects. *Monthly Weather Review*, 133(6): 1710–1726. 375"""
Anderson, J L 2010 A non-Gaussian ensemble filter update for data assimilation. Monthly Weather Review, 138(11): 4186–4198.
Anderson, J L 2009 Spatially and temporally varying adaptive covariance inflation for ensemble filters. Tellus A, 61(1): 72–83.
Bengtsson, T, Snyder, C, and Nychka, D 2003 Toward a nonlinear ensemble filter for high-dimensional systems. Journal of Geophysical Research: Atmospheres, 108(D24).
Bocquet, M 2016 Localization and the iterative ensemble Kalman smoother. Quarterly Journal of the Royal Meteorological Society, 142(695): 1075–1089.
Bocquet, M 2011 Ensemble Kalman filtering without the intrinsic need for inflation. Nonlinear Processes in Geophysics, 18(5): 735–750.
Bocquet, M and Farchi, A 2019 On the consistency of the local ensemble square root kalman filter perturbation update. Tellus A: Dynamic Meteorology and Oceanography, 71(1): 1613142.
Bocquet, M, Pires, C A, and Wu, L 2010 Beyond Gaussian statistical modeling in geophysical data assimilation. Monthly Weather Review, 138(8): 2997–3023.
Bocquet, M, Raanes, P N, and Hannart, A 2015 Expanding the validity of the ensemble Kalman filter without the intrinsic need for inflation. Nonlinear Processes in Geophysics, 22(6): 645–662.
Bocquet, M and Sakov, P 2014 An iterative ensemble Kalman smoother. Quarterly Journal of the Royal Meteorological Society, 140(682): 1521–1535.
Bocquet, M and Sakov, P 2013 Joint state and parameter estimation with an iterative ensemble Kalman smoother. Nonlinear Processes in Geophysics, 20(5): 803–818.
Bocquet, M and Sakov, P 2012 Combining inflation-free and iterative ensemble Kalman filters for strongly nonlinear systems. Nonlinear Processes in Geophysics, 19(3): 383–399.
Chen, Z 2003 Bayesian filtering: From Kalman filters to particle filters, and beyond. Statistics, 182(1): 1–69.
Counillon, F, Sakov, P, and Bertino, L 2009 Application of a hybrid EnKF-OI to ocean forecasting.
Doucet, A, De Freitas, N, and Gordon, N 2001 Sequential Monte Carlo methods in practice. Springer.
Doucet, A and Johansen, A M 2009 A tutorial on particle filtering and smoothing: Fifteen years later. Handbook of Nonlinear Filtering, 656–704.
Emerick, A A and Reynolds, A C 2012 History matching time-lapse seismic data using the ensemble Kalman filter with multiple data assimilations. Computational Geosciences, 16(3): 639–659.
Evensen, G 2009 The ensemble Kalman filter for combined state and parameter estimation. Control Systems, IEEE, 29(3): 83–104.
Frei, M and Künsch, H R 2013b Mixture ensemble kalman filters. Computational Statistics & Data Analysis, 58: 127–138.
Frei, M and Künsch, H R 2013a Bridging the ensemble Kalman and particle filters. Biometrika, ast020.
Grudzien, C, Bocquet, M, and Carrassi, A 2020 On the numerical integration of the lorenz-96 model, with scalar additive noise, for benchmark twin experiments. Geoscientific Model Development, 13(4): 1903–1924.
Harty, T, Morzfeld, M, and Snyder, C 2021 Eigenvector-spatial localisation. Tellus A: Dynamic Meteorology and Oceanography, 73(1): 1–18.
Hoteit, I, Pham, D-T, Gharamti, M E, and Luo, X 2015 Mitigating observation perturbation sampling errors in the stochastic EnKF. Monthly Weather Review, 143(7): 2918–2936.
Hunt, B R, Kostelich, E J, and Szunyogh, I 2007 Efficient data assimilation for spatiotemporal chaos: A local ensemble transform Kalman filter. Physica D: Nonlinear Phenomena, 230(1): 112–126.
Karspeck, A R and Anderson, J L 2007 Experimental implementation of an ensemble adjustment filter for an intermediate ENSO model. Journal of Climate, 20(18): 4638–4658.
Leeuwen, P J van 2009 Particle filtering in geophysical systems. Monthly Weather Review, 137(12): 4089–4114.
Lei, J and Bickel, P 2011 A moment matching ensemble filter for nonlinear non-Gaussian data assimilation. Monthly Weather Review, 139(12): 3964–3973.
Liu, J S, Chen, R, and Logvinenko, T 2001 A theoretical framework for sequential importance sampling with resampling. In: Sequential Monte Carlo Methods in Practice. Springer. pp. 225–246.
Lorenz, E N 2005 A look at some details of the growth of initial uncertainties. Tellus A: Dynamic Meteorology and Oceanography, 57(1): 1–11.
Lorenz, E N 1996 Predictability: A problem partly solved. In: Proc. ECMWF Seminar on Predictability. Reading, UK. pp. 1–18.
Lorenz, E N 1984 Irregularity: A fundamental property of the atmosphere. Tellus A, 36(2): 98–110.
Lorenz, E N and Emanuel, K A 1998 Optimal sites for supplementary weather observations: Simulation with a small model. Journal of the Atmospheric Sciences, 55(3): 399–414.
Lorenz, Edward N 2005 Designing chaotic models. Journal of the Atmospheric Sciences, 62(5): 1574–1587.
Mandel, J, Bergou, E, Gürol, S, Gratton, S, and Kasanický, I 2016 Hybrid Levenberg-Marquardt and weak-constraint ensemble Kalman smoother method. Nonlinear Processes in Geophysics, 23(2): 59–73.
Miyoshi, T 2011 The Gaussian approach to adaptive covariance inflation and its implementation with the local ensemble transform Kalman filter. Monthly Weather Review, 139(5): 1519–1535.
Pajonk, O, Rosić, B V, Litvinenko, A, and Matthies, H G 2012 A deterministic filter for non-Gaussian Bayesian estimation—applications to dynamical system estimation with noisy measurements. Physica D: Nonlinear Phenomena, 241(7): 775–788.
Pinheiro, F R, Leeuwen, P J van, and Geppert, G 2019 Efficient nonlinear data assimilation using synchronization in a particle filter. Quarterly Journal of the Royal Meteorological Society, 145(723): 2510–2523.
Raanes, Patrick N 2016 Improvements to ensemble methods for data assimilation in the geosciences (PhD thesis). University of Oxford.
Raanes, Patrick Nima 2016 On the ensemble Rauch-Tung-Striebel smoother and its equivalence to the ensemble Kalman smoother. Quarterly Journal of the Royal Meteorological Society, 142(696): 1259–1264.
Raanes, Patrick N, Bocquet, M, and Carrassi, A 2019 Adaptive covariance inflation in the ensemble Kalman filter by Gaussian scale mixtures. Quarterly Journal of the Royal Meteorological Society, 145(718): 53–75. DOI: https://doi.org/10.1002/qj.3386
Raanes, P N, Carrassi, A, and Bertino, L 2015 Extending the square root method to account for model noise in the ensemble Kalman filter. Monthly Weather Review, 143(10): 3857–3873.
Raanes, Patrick Nima, Stordal, A S, and Evensen, G 2019 Revising the stochastic iterative ensemble smoother. Nonlinear Processes in Geophysics, 26(3): 325–338.
Rainwater, S and Hunt, B 2013 Mixed-resolution ensemble data assimilation. Monthly weather review, 141(9): 3007–3021.
Sakov, P and Oke, P R 2008b Implications of the form of the ensemble transformation in the ensemble square root filters. Monthly Weather Review, 136(3): 1042–1053.
Sakov, P and Oke, P R 2008a A deterministic formulation of the ensemble Kalman filter: An alternative to ensemble square root filters. Tellus A, 60(2): 361–371.
Sakov, P, Oliver, D S, and Bertino, L 2012 An iterative EnKF for strongly nonlinear systems. Monthly Weather Review, 140(6): 1988–2004.
Tödter, J and Ahrens, B 2015 A second-order exact ensemble square root filter for nonlinear data assimilation. Monthly Weather Review, 143(4): 1347–1367.
Vano, J A, Wildenberg, J C, Anderson, M B, Noel, J K, and Sprott, J C 2006 Chaos in low-dimensional Lotka–Volterra models of competition. Nonlinearity, 19(10): 2391.
Vissio, G and Lucarini, V 2020 Mechanics and thermodynamics of a new minimal model of the atmosphere. The European Physical Journal Plus, 135(10): 1–21.
Wikle, C K and Berliner, L M 2007 A Bayesian tutorial for data assimilation. Physica D: Nonlinear Phenomena, 230(1-2): 1–16.
Wiljes, J de, Acevedo, W, and Reich, S 2016 Second-order accurate ensemble transform particle filters. arXiv preprint arXiv:1608.08179.
Wilks, D S 2005 Effects of stochastic parametrizations in the Lorenz’96 system. Quarterly Journal of the Royal Meteorological Society, 131(606): 389–407.
Zupanski, M 2005 Maximum likelihood ensemble filter: Theoretical aspects. Monthly Weather Review, 133(6): 1710–1726.