Estimation of predictive hydrological uncertainty using quantile regression: examples from the National Flood Forecasting System (England and Wales)

Weerts, A. H.; Winsemius, H. C.; Verkade, J. S.

doi:10.5194/hess-15-255-2011

Articles | Volume 15, issue 1

https://doi.org/10.5194/hess-15-255-2011

© Author(s) 2011. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/hess-15-255-2011

© Author(s) 2011. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 15, issue 1

Research article

|

21 Jan 2011

Research article |

| 21 Jan 2011

Estimation of predictive hydrological uncertainty using quantile regression: examples from the National Flood Forecasting System (England and Wales)

A. H. Weerts, H. C. Winsemius, and J. S. Verkade

Viewed

Total article views: 8,048 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
2,487	5,363	198	8,048	182	171

HTML: 2,487
PDF: 5,363
XML: 198
Total: 8,048
BibTeX: 182
EndNote: 171

Views and downloads (calculated since 01 Feb 2013, article published on 11 Aug 2010)

Month	HTML	PDF	XML	Total
Feb 2013	25	35	7	67
Mar 2013	19	51	2	72
Apr 2013	35	45	5	85
May 2013	18	72	4	94
Jun 2013	21	41	3	65
Jul 2013	13	47	5	65
Aug 2013	26	27	0	53
Sep 2013	17	37	1	55
Oct 2013	28	57	0	85
Nov 2013	37	55	1	93
Dec 2013	30	65	2	97
Jan 2014	19	58	4	81
Feb 2014	22	66	9	97
Mar 2014	41	60	5	106
Apr 2014	22	58	3	83
May 2014	25	59	1	85
Jun 2014	13	49	1	63
Jul 2014	24	68	0	92
Aug 2014	25	53	1	79
Sep 2014	24	54	1	79
Oct 2014	17	45	4	66
Nov 2014	22	73	0	95
Dec 2014	22	78	2	102
Jan 2015	9	82	0	91
Feb 2015	5	37	1	43
Mar 2015	16	31	0	47
Apr 2015	30	48	0	78
May 2015	2	43	0	45
Jun 2015	32	28	0	60
Jul 2015	24	47	1	72
Aug 2015	8	74	0	82
Sep 2015	6	39	5	50
Oct 2015	20	51	2	73
Nov 2015	17	29	0	46
Dec 2015	6	25	0	31
Jan 2016	19	35	0	54
Feb 2016	18	50	2	70
Mar 2016	33	47	12	92
Apr 2016	20	38	1	59
May 2016	11	23	0	34
Jun 2016	11	19	0	30
Jul 2016	12	22	2	36
Aug 2016	10	12	0	22
Sep 2016	12	11	0	23
Oct 2016	12	25	1	38
Nov 2016	10	23	0	33
Dec 2016	7	21	1	29
Jan 2017	12	28	1	41
Feb 2017	9	10	1	20
Mar 2017	26	43	2	71
Apr 2017	21	48	1	70
May 2017	20	51	0	71
Jun 2017	26	24	2	52
Jul 2017	17	30	0	47
Aug 2017	7	42	2	51
Sep 2017	14	49	0	63
Oct 2017	7	45	0	52
Nov 2017	8	60	0	68
Dec 2017	10	42	0	52
Jan 2018	6	36	0	42
Feb 2018	9	38	0	47
Mar 2018	13	48	0	61
Apr 2018	8	50	1	59
May 2018	6	59	0	65
Jun 2018	4	55	1	60
Jul 2018	4	45	1	50
Aug 2018	16	57	1	74
Sep 2018	10	51	1	62
Oct 2018	13	70	4	87
Nov 2018	13	67	2	82
Dec 2018	5	50	2	57
Jan 2019	13	59	1	73
Feb 2019	7	52	0	59
Mar 2019	7	62	2	71
Apr 2019	13	57	0	70
May 2019	13	46	0	59
Jun 2019	7	47	0	54
Jul 2019	8	44	1	53
Aug 2019	5	52	1	58
Sep 2019	6	55	0	61
Oct 2019	9	45	0	54
Nov 2019	7	35	0	42
Dec 2019	7	37	1	45
Jan 2020	13	33	1	47
Feb 2020	5	32	0	37
Mar 2020	11	37	0	48
Apr 2020	6	21	0	27
May 2020	7	18	0	25
Jun 2020	13	10	0	23
Jul 2020	36	32	15	83
Aug 2020	8	15	6	29
Sep 2020	10	13	1	24
Oct 2020	13	20	0	33
Nov 2020	11	19	2	32
Dec 2020	12	14	0	26
Jan 2021	23	22	0	45
Feb 2021	17	15	0	32
Mar 2021	6	18	0	24
Apr 2021	13	22	0	35
May 2021	14	26	0	40
Jun 2021	13	22	0	35
Jul 2021	10	26	0	36
Aug 2021	14	27	1	42
Sep 2021	12	35	1	48
Oct 2021	14	53	1	68
Nov 2021	9	37	0	46
Dec 2021	12	14	0	26
Jan 2022	16	21	0	37
Feb 2022	14	16	1	31
Mar 2022	9	19	0	28
Apr 2022	11	12	1	24
May 2022	9	26	1	36
Jun 2022	8	22	1	31
Jul 2022	10	19	0	29
Aug 2022	12	19	0	31
Sep 2022	26	25	0	51
Oct 2022	10	11	1	22
Nov 2022	14	20	0	34
Dec 2022	16	23	0	39
Jan 2023	30	45	3	78
Feb 2023	14	18	1	33
Mar 2023	41	30	3	74
Apr 2023	7	22	0	29
May 2023	14	21	1	36
Jun 2023	8	24	1	33
Jul 2023	12	23	1	36
Aug 2023	25	31	3	59
Sep 2023	11	19	0	30
Oct 2023	20	21	0	41
Nov 2023	1	9	0	10
Dec 2023	16	10	0	26
Jan 2024	15	17	0	32
Feb 2024	10	20	0	30
Mar 2024	13	18	1	32
Apr 2024	24	20	4	48
May 2024	14	27	4	45
Jun 2024	26	14	2	42
Jul 2024	15	9	4	28
Aug 2024	30	22	2	54
Sep 2024	7	24	1	32
Oct 2024	23	16	0	39
Nov 2024	13	15	1	29
Dec 2024	15	38	1	54
Jan 2025	13	22	0	35
Feb 2025	26	13	0	39
Mar 2025	25	17	2	44
Apr 2025	31	25	0	56
May 2025	23	11	2	36
Jun 2025	42	24	0	66
Jul 2025	18	28	2	48
Aug 2025	70	27	1	98
Sep 2025	31	19	3	53
Oct 2025	33	22	1	56
Nov 2025	33	26	4	63

Cumulative views and downloads (calculated since 01 Feb 2013, article published on 11 Aug 2010)

Month	HTML	PDF	XML	Total
Feb 2013	25	35	7	67
Mar 2013	19	51	2	72
Apr 2013	35	45	5	85
May 2013	18	72	4	94
Jun 2013	21	41	3	65
Jul 2013	13	47	5	65
Aug 2013	26	27	0	53
Sep 2013	17	37	1	55
Oct 2013	28	57	0	85
Nov 2013	37	55	1	93
Dec 2013	30	65	2	97
Jan 2014	19	58	4	81
Feb 2014	22	66	9	97
Mar 2014	41	60	5	106
Apr 2014	22	58	3	83
May 2014	25	59	1	85
Jun 2014	13	49	1	63
Jul 2014	24	68	0	92
Aug 2014	25	53	1	79
Sep 2014	24	54	1	79
Oct 2014	17	45	4	66
Nov 2014	22	73	0	95
Dec 2014	22	78	2	102
Jan 2015	9	82	0	91
Feb 2015	5	37	1	43
Mar 2015	16	31	0	47
Apr 2015	30	48	0	78
May 2015	2	43	0	45
Jun 2015	32	28	0	60
Jul 2015	24	47	1	72
Aug 2015	8	74	0	82
Sep 2015	6	39	5	50
Oct 2015	20	51	2	73
Nov 2015	17	29	0	46
Dec 2015	6	25	0	31
Jan 2016	19	35	0	54
Feb 2016	18	50	2	70
Mar 2016	33	47	12	92
Apr 2016	20	38	1	59
May 2016	11	23	0	34
Jun 2016	11	19	0	30
Jul 2016	12	22	2	36
Aug 2016	10	12	0	22
Sep 2016	12	11	0	23
Oct 2016	12	25	1	38
Nov 2016	10	23	0	33
Dec 2016	7	21	1	29
Jan 2017	12	28	1	41
Feb 2017	9	10	1	20
Mar 2017	26	43	2	71
Apr 2017	21	48	1	70
May 2017	20	51	0	71
Jun 2017	26	24	2	52
Jul 2017	17	30	0	47
Aug 2017	7	42	2	51
Sep 2017	14	49	0	63
Oct 2017	7	45	0	52
Nov 2017	8	60	0	68
Dec 2017	10	42	0	52
Jan 2018	6	36	0	42
Feb 2018	9	38	0	47
Mar 2018	13	48	0	61
Apr 2018	8	50	1	59
May 2018	6	59	0	65
Jun 2018	4	55	1	60
Jul 2018	4	45	1	50
Aug 2018	16	57	1	74
Sep 2018	10	51	1	62
Oct 2018	13	70	4	87
Nov 2018	13	67	2	82
Dec 2018	5	50	2	57
Jan 2019	13	59	1	73
Feb 2019	7	52	0	59
Mar 2019	7	62	2	71
Apr 2019	13	57	0	70
May 2019	13	46	0	59
Jun 2019	7	47	0	54
Jul 2019	8	44	1	53
Aug 2019	5	52	1	58
Sep 2019	6	55	0	61
Oct 2019	9	45	0	54
Nov 2019	7	35	0	42
Dec 2019	7	37	1	45
Jan 2020	13	33	1	47
Feb 2020	5	32	0	37
Mar 2020	11	37	0	48
Apr 2020	6	21	0	27
May 2020	7	18	0	25
Jun 2020	13	10	0	23
Jul 2020	36	32	15	83
Aug 2020	8	15	6	29
Sep 2020	10	13	1	24
Oct 2020	13	20	0	33
Nov 2020	11	19	2	32
Dec 2020	12	14	0	26
Jan 2021	23	22	0	45
Feb 2021	17	15	0	32
Mar 2021	6	18	0	24
Apr 2021	13	22	0	35
May 2021	14	26	0	40
Jun 2021	13	22	0	35
Jul 2021	10	26	0	36
Aug 2021	14	27	1	42
Sep 2021	12	35	1	48
Oct 2021	14	53	1	68
Nov 2021	9	37	0	46
Dec 2021	12	14	0	26
Jan 2022	16	21	0	37
Feb 2022	14	16	1	31
Mar 2022	9	19	0	28
Apr 2022	11	12	1	24
May 2022	9	26	1	36
Jun 2022	8	22	1	31
Jul 2022	10	19	0	29
Aug 2022	12	19	0	31
Sep 2022	26	25	0	51
Oct 2022	10	11	1	22
Nov 2022	14	20	0	34
Dec 2022	16	23	0	39
Jan 2023	30	45	3	78
Feb 2023	14	18	1	33
Mar 2023	41	30	3	74
Apr 2023	7	22	0	29
May 2023	14	21	1	36
Jun 2023	8	24	1	33
Jul 2023	12	23	1	36
Aug 2023	25	31	3	59
Sep 2023	11	19	0	30
Oct 2023	20	21	0	41
Nov 2023	1	9	0	10
Dec 2023	16	10	0	26
Jan 2024	15	17	0	32
Feb 2024	10	20	0	30
Mar 2024	13	18	1	32
Apr 2024	24	20	4	48
May 2024	14	27	4	45
Jun 2024	26	14	2	42
Jul 2024	15	9	4	28
Aug 2024	30	22	2	54
Sep 2024	7	24	1	32
Oct 2024	23	16	0	39
Nov 2024	13	15	1	29
Dec 2024	15	38	1	54
Jan 2025	13	22	0	35
Feb 2025	26	13	0	39
Mar 2025	25	17	2	44
Apr 2025	31	25	0	56
May 2025	23	11	2	36
Jun 2025	42	24	0	66
Jul 2025	18	28	2	48
Aug 2025	70	27	1	98
Sep 2025	31	19	3	53
Oct 2025	33	22	1	56
Nov 2025	33	26	4	63

Latest update: 30 Nov 2025