Improving computational efficiency in large linear inverse problems: an example from carbon dioxide flux estimation

Yadav, V.; Michalak, A. M.

doi:10.5194/gmd-6-583-2013

Articles | Volume 6, issue 3

https://doi.org/10.5194/gmd-6-583-2013

© Author(s) 2013. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/gmd-6-583-2013

© Author(s) 2013. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 6, issue 3

Development and technical paper

|

03 May 2013

Development and technical paper |

| 03 May 2013

Improving computational efficiency in large linear inverse problems: an example from carbon dioxide flux estimation

V. Yadav and A. M. Michalak

Viewed

Total article views: 8,062 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,386	3,403	273	8,062	476	357

HTML: 4,386
PDF: 3,403
XML: 273
Total: 8,062
BibTeX: 476
EndNote: 357

Views and downloads (calculated since 01 Feb 2013, article published on 19 Oct 2012)

Month	HTML	PDF	XML	Total
Feb 2013	17	17	0	34
Mar 2013	14	20	1	35
Apr 2013	28	10	2	40
May 2013	123	91	4	218
Jun 2013	64	45	4	113
Jul 2013	80	45	1	126
Aug 2013	30	23	0	53
Sep 2013	48	30	4	82
Oct 2013	62	34	1	97
Nov 2013	39	34	1	74
Dec 2013	42	24	6	72
Jan 2014	47	37	8	92
Feb 2014	34	28	9	71
Mar 2014	49	32	6	87
Apr 2014	25	17	2	44
May 2014	17	19	0	36
Jun 2014	14	23	0	37
Jul 2014	29	33	1	63
Aug 2014	26	26	3	55
Sep 2014	10	26	0	36
Oct 2014	13	14	0	27
Nov 2014	23	35	1	59
Dec 2014	12	31	1	44
Jan 2015	7	14	1	22
Feb 2015	14	15	0	29
Mar 2015	6	11	1	18
Apr 2015	15	13	3	31
May 2015	9	9	1	19
Jun 2015	27	7	0	34
Jul 2015	24	12	0	36
Aug 2015	11	19	0	30
Sep 2015	5	17	0	22
Oct 2015	24	16	2	42
Nov 2015	24	18	0	42
Dec 2015	11	23	0	34
Jan 2016	24	21	1	46
Feb 2016	21	15	0	36
Mar 2016	21	20	0	41
Apr 2016	14	18	0	32
May 2016	21	25	3	49
Jun 2016	24	15	10	49
Jul 2016	19	15	1	35
Aug 2016	17	19	2	38
Sep 2016	21	18	1	40
Oct 2016	24	12	2	38
Nov 2016	14	6	2	22
Dec 2016	10	15	1	26
Jan 2017	30	25	3	58
Feb 2017	17	22	4	43
Mar 2017	39	36	3	78
Apr 2017	38	33	5	76
May 2017	49	35	4	88
Jun 2017	31	22	5	58
Jul 2017	16	20	0	36
Aug 2017	13	15	1	29
Sep 2017	11	14	0	25
Oct 2017	8	14	2	24
Nov 2017	10	22	0	32
Dec 2017	14	26	0	40
Jan 2018	26	27	2	55
Feb 2018	28	17	2	47
Mar 2018	17	17	0	34
Apr 2018	16	14	0	30
May 2018	19	16	1	36
Jun 2018	10	12	0	22
Jul 2018	16	16	0	32
Aug 2018	15	16	0	31
Sep 2018	16	26	0	42
Oct 2018	10	16	0	26
Nov 2018	24	16	0	40
Dec 2018	13	21	0	34
Jan 2019	5	23	0	28
Feb 2019	9	22	0	31
Mar 2019	11	19	0	30
Apr 2019	15	23	1	39
May 2019	5	29	0	34
Jun 2019	14	22	0	36
Jul 2019	24	33	0	57
Aug 2019	17	27	0	44
Sep 2019	14	21	0	35
Oct 2019	16	18	1	35
Nov 2019	12	29	0	41
Dec 2019	16	22	0	38
Jan 2020	14	11	1	26
Feb 2020	12	15	0	27
Mar 2020	21	12	0	33
Apr 2020	14	11	0	25
May 2020	9	24	0	33
Jun 2020	24	17	1	42
Jul 2020	52	40	31	123
Aug 2020	15	14	4	33
Sep 2020	12	13	2	27
Oct 2020	22	17	0	39
Nov 2020	15	19	2	36
Dec 2020	17	23	0	40
Jan 2021	29	29	0	58
Feb 2021	13	23	0	36
Mar 2021	20	16	1	37
Apr 2021	16	24	1	41
May 2021	14	24	0	38
Jun 2021	13	21	0	34
Jul 2021	20	19	0	39
Aug 2021	19	18	3	40
Sep 2021	12	21	0	33
Oct 2021	18	55	0	73
Nov 2021	14	38	0	52
Dec 2021	16	12	0	28
Jan 2022	16	16	0	32
Feb 2022	14	10	1	25
Mar 2022	11	11	0	22
Apr 2022	35	14	0	49
May 2022	43	15	3	61
Jun 2022	44	15	0	59
Jul 2022	30	11	0	41
Aug 2022	47	15	1	63
Sep 2022	36	14	0	50
Oct 2022	43	14	0	57
Nov 2022	48	15	0	63
Dec 2022	39	21	1	61
Jan 2023	33	22	1	56
Feb 2023	48	12	0	60
Mar 2023	48	13	0	61
Apr 2023	41	15	0	56
May 2023	44	27	1	72
Jun 2023	50	16	2	68
Jul 2023	59	18	0	77
Aug 2023	48	24	3	75
Sep 2023	53	27	2	82
Oct 2023	53	23	0	76
Nov 2023	26	7	1	34
Dec 2023	55	18	4	77
Jan 2024	48	14	0	62
Feb 2024	47	16	0	63
Mar 2024	50	10	5	65
Apr 2024	49	12	7	68
May 2024	43	21	7	71
Jun 2024	39	20	1	60
Jul 2024	12	5	1	18
Aug 2024	52	10	2	64
Sep 2024	25	14	0	39
Oct 2024	47	19	6	72
Nov 2024	26	11	4	41
Dec 2024	13	36	1	50
Jan 2025	30	62	4	96
Feb 2025	52	51	3	106
Mar 2025	33	41	4	78
Apr 2025	38	90	1	129
May 2025	40	10	1	51
Jun 2025	72	15	0	87
Jul 2025	37	10	1	48
Aug 2025	31	18	2	51
Sep 2025	58	23	5	86
Oct 2025	43	19	3	65
Nov 2025	46	32	12	90
Dec 2025	30	31	4	65
Jan 2026	62	28	7	97
Feb 2026	38	15	3	56
Mar 2026	33	8	3	44

Cumulative views and downloads (calculated since 01 Feb 2013, article published on 19 Oct 2012)

Month	HTML	PDF	XML	Total
Feb 2013	17	17	0	34
Mar 2013	14	20	1	35
Apr 2013	28	10	2	40
May 2013	123	91	4	218
Jun 2013	64	45	4	113
Jul 2013	80	45	1	126
Aug 2013	30	23	0	53
Sep 2013	48	30	4	82
Oct 2013	62	34	1	97
Nov 2013	39	34	1	74
Dec 2013	42	24	6	72
Jan 2014	47	37	8	92
Feb 2014	34	28	9	71
Mar 2014	49	32	6	87
Apr 2014	25	17	2	44
May 2014	17	19	0	36
Jun 2014	14	23	0	37
Jul 2014	29	33	1	63
Aug 2014	26	26	3	55
Sep 2014	10	26	0	36
Oct 2014	13	14	0	27
Nov 2014	23	35	1	59
Dec 2014	12	31	1	44
Jan 2015	7	14	1	22
Feb 2015	14	15	0	29
Mar 2015	6	11	1	18
Apr 2015	15	13	3	31
May 2015	9	9	1	19
Jun 2015	27	7	0	34
Jul 2015	24	12	0	36
Aug 2015	11	19	0	30
Sep 2015	5	17	0	22
Oct 2015	24	16	2	42
Nov 2015	24	18	0	42
Dec 2015	11	23	0	34
Jan 2016	24	21	1	46
Feb 2016	21	15	0	36
Mar 2016	21	20	0	41
Apr 2016	14	18	0	32
May 2016	21	25	3	49
Jun 2016	24	15	10	49
Jul 2016	19	15	1	35
Aug 2016	17	19	2	38
Sep 2016	21	18	1	40
Oct 2016	24	12	2	38
Nov 2016	14	6	2	22
Dec 2016	10	15	1	26
Jan 2017	30	25	3	58
Feb 2017	17	22	4	43
Mar 2017	39	36	3	78
Apr 2017	38	33	5	76
May 2017	49	35	4	88
Jun 2017	31	22	5	58
Jul 2017	16	20	0	36
Aug 2017	13	15	1	29
Sep 2017	11	14	0	25
Oct 2017	8	14	2	24
Nov 2017	10	22	0	32
Dec 2017	14	26	0	40
Jan 2018	26	27	2	55
Feb 2018	28	17	2	47
Mar 2018	17	17	0	34
Apr 2018	16	14	0	30
May 2018	19	16	1	36
Jun 2018	10	12	0	22
Jul 2018	16	16	0	32
Aug 2018	15	16	0	31
Sep 2018	16	26	0	42
Oct 2018	10	16	0	26
Nov 2018	24	16	0	40
Dec 2018	13	21	0	34
Jan 2019	5	23	0	28
Feb 2019	9	22	0	31
Mar 2019	11	19	0	30
Apr 2019	15	23	1	39
May 2019	5	29	0	34
Jun 2019	14	22	0	36
Jul 2019	24	33	0	57
Aug 2019	17	27	0	44
Sep 2019	14	21	0	35
Oct 2019	16	18	1	35
Nov 2019	12	29	0	41
Dec 2019	16	22	0	38
Jan 2020	14	11	1	26
Feb 2020	12	15	0	27
Mar 2020	21	12	0	33
Apr 2020	14	11	0	25
May 2020	9	24	0	33
Jun 2020	24	17	1	42
Jul 2020	52	40	31	123
Aug 2020	15	14	4	33
Sep 2020	12	13	2	27
Oct 2020	22	17	0	39
Nov 2020	15	19	2	36
Dec 2020	17	23	0	40
Jan 2021	29	29	0	58
Feb 2021	13	23	0	36
Mar 2021	20	16	1	37
Apr 2021	16	24	1	41
May 2021	14	24	0	38
Jun 2021	13	21	0	34
Jul 2021	20	19	0	39
Aug 2021	19	18	3	40
Sep 2021	12	21	0	33
Oct 2021	18	55	0	73
Nov 2021	14	38	0	52
Dec 2021	16	12	0	28
Jan 2022	16	16	0	32
Feb 2022	14	10	1	25
Mar 2022	11	11	0	22
Apr 2022	35	14	0	49
May 2022	43	15	3	61
Jun 2022	44	15	0	59
Jul 2022	30	11	0	41
Aug 2022	47	15	1	63
Sep 2022	36	14	0	50
Oct 2022	43	14	0	57
Nov 2022	48	15	0	63
Dec 2022	39	21	1	61
Jan 2023	33	22	1	56
Feb 2023	48	12	0	60
Mar 2023	48	13	0	61
Apr 2023	41	15	0	56
May 2023	44	27	1	72
Jun 2023	50	16	2	68
Jul 2023	59	18	0	77
Aug 2023	48	24	3	75
Sep 2023	53	27	2	82
Oct 2023	53	23	0	76
Nov 2023	26	7	1	34
Dec 2023	55	18	4	77
Jan 2024	48	14	0	62
Feb 2024	47	16	0	63
Mar 2024	50	10	5	65
Apr 2024	49	12	7	68
May 2024	43	21	7	71
Jun 2024	39	20	1	60
Jul 2024	12	5	1	18
Aug 2024	52	10	2	64
Sep 2024	25	14	0	39
Oct 2024	47	19	6	72
Nov 2024	26	11	4	41
Dec 2024	13	36	1	50
Jan 2025	30	62	4	96
Feb 2025	52	51	3	106
Mar 2025	33	41	4	78
Apr 2025	38	90	1	129
May 2025	40	10	1	51
Jun 2025	72	15	0	87
Jul 2025	37	10	1	48
Aug 2025	31	18	2	51
Sep 2025	58	23	5	86
Oct 2025	43	19	3	65
Nov 2025	46	32	12	90
Dec 2025	30	31	4	65
Jan 2026	62	28	7	97
Feb 2026	38	15	3	56
Mar 2026	33	8	3	44

Latest update: 16 Mar 2026