An integrated user-friendly ArcMAP tool for bivariate statistical modelling in geoscience applications

Jebur, M. N.; Pradhan, B.; Shafri, H. Z. M.; Yusoff, Z. M.; Tehrany, M. S.

doi:10.5194/gmd-8-881-2015

Articles | Volume 8, issue 3

https://doi.org/10.5194/gmd-8-881-2015

© Author(s) 2015. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/gmd-8-881-2015

© Author(s) 2015. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 8, issue 3

Model description paper

|

30 Mar 2015

Model description paper |

| 30 Mar 2015

An integrated user-friendly ArcMAP tool for bivariate statistical modelling in geoscience applications

M. N. Jebur, B. Pradhan, H. Z. M. Shafri, Z. M. Yusoff, and M. S. Tehrany

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Month	HTML	PDF	XML	Total
Oct 2014	31	29	3	63
Nov 2014	55	59	17	131
Dec 2014	58	20	9	87
Jan 2015	23	3	7	33
Feb 2015	12	2	1	15
Mar 2015	33	24	1	58
Apr 2015	70	86	22	178
May 2015	28	63	12	103
Jun 2015	27	41	2	70
Jul 2015	29	58	2	89
Aug 2015	9	48	1	58
Sep 2015	14	36	3	53
Oct 2015	18	13	0	31
Nov 2015	21	14	1	36
Dec 2015	9	13	2	24
Jan 2016	31	37	3	71
Feb 2016	18	22	8	48
Mar 2016	24	15	4	43
Apr 2016	8	12	5	25
May 2016	17	23	6	46
Jun 2016	12	11	4	27
Jul 2016	14	4	6	24
Aug 2016	10	9	5	24
Sep 2016	19	14	2	35
Oct 2016	12	3	2	17
Nov 2016	17	9	1	27
Dec 2016	6	13	3	22
Jan 2017	24	13	6	43
Feb 2017	16	13	4	33
Mar 2017	20	19	6	45
Apr 2017	34	20	8	62
May 2017	37	17	8	62
Jun 2017	33	11	9	53
Jul 2017	17	13	5	35
Aug 2017	6	13	4	23
Sep 2017	9	12	4	25
Oct 2017	7	10	4	21
Nov 2017	7	7	5	19
Dec 2017	10	12	4	26
Jan 2018	6	41	3	50
Feb 2018	10	13	4	27
Mar 2018	10	10	5	25
Apr 2018	7	17	3	27
May 2018	13	10	4	27
Jun 2018	6	13	3	22
Jul 2018	12	9	5	26
Aug 2018	13	18	4	35
Sep 2018	8	12	3	23
Oct 2018	9	24	6	39
Nov 2018	15	17	3	35
Dec 2018	13	13	4	30
Jan 2019	13	17	4	34
Feb 2019	7	13	4	24
Mar 2019	12	16	5	33
Apr 2019	6	13	3	22
May 2019	14	9	2	25
Jun 2019	15	11	1	27
Jul 2019	15	17	2	34
Aug 2019	15	6	2	23
Sep 2019	7	11	2	20
Oct 2019	14	13	4	31
Nov 2019	14	11	4	29
Dec 2019	11	13	1	25
Jan 2020	23	11	4	38
Feb 2020	15	11	4	30
Mar 2020	8	16	2	26
Apr 2020	10	8	0	18
May 2020	7	8	0	15
Jun 2020	15	11	1	27
Jul 2020	52	46	31	129
Aug 2020	4	7	6	17
Sep 2020	11	18	1	30
Oct 2020	15	24	0	39
Nov 2020	10	13	4	27
Dec 2020	21	6	2	29
Jan 2021	24	12	2	38
Feb 2021	7	11	3	21
Mar 2021	8	14	4	26
Apr 2021	5	8	2	15
May 2021	10	6	5	21
Jun 2021	9	7	5	21
Jul 2021	9	6	2	17
Aug 2021	25	8	6	39
Sep 2021	15	10	2	27
Oct 2021	13	45	0	58
Nov 2021	13	22	2	37
Dec 2021	12	9	0	21
Jan 2022	12	9	1	22
Feb 2022	8	6	5	19
Mar 2022	13	5	0	18
Apr 2022	37	9	1	47
May 2022	33	5	1	39
Jun 2022	38	4	2	44
Jul 2022	30	5	0	35
Aug 2022	38	6	1	45
Sep 2022	39	8	4	51
Oct 2022	45	17	1	63
Nov 2022	53	13	0	66
Dec 2022	34	10	0	44
Jan 2023	37	14	2	53
Feb 2023	39	8	0	47
Mar 2023	60	8	0	68
Apr 2023	38	5	0	43
May 2023	39	10	0	49
Jun 2023	35	5	0	40
Jul 2023	36	9	0	45
Aug 2023	43	11	1	55
Sep 2023	41	6	1	48
Oct 2023	60	7	2	69
Nov 2023	20	1	0	21
Dec 2023	49	27	1	77
Jan 2024	40	8	1	49
Feb 2024	33	16	0	49
Mar 2024	40	33	3	76
Apr 2024	36	13	3	52
May 2024	23	17	2	42
Jun 2024	4	11	1	16
Jul 2024	19	16	0	35
Aug 2024	21	9	2	32
Sep 2024	9	21	0	30
Oct 2024	11	3	2	16
Nov 2024	9	9	2	20
Dec 2024	7	21	0	28
Jan 2025	9	10	0	19
Feb 2025	22	9	1	32
Mar 2025	17	24	0	41
Apr 2025	9	26	2	37
May 2025	14	19	1	34
Jun 2025	27	17	0	44
Jul 2025	9	13	0	22
Aug 2025	14	17	1	32
Sep 2025	27	23	1	51
Oct 2025	20	23	3	46
Nov 2025	32	33	4	69
Dec 2025	5	1	0	6

Cumulative views and downloads (calculated since 28 Oct 2014)

Month	HTML	PDF	XML	Total
Oct 2014	31	29	3	63
Nov 2014	55	59	17	131
Dec 2014	58	20	9	87
Jan 2015	23	3	7	33
Feb 2015	12	2	1	15
Mar 2015	33	24	1	58
Apr 2015	70	86	22	178
May 2015	28	63	12	103
Jun 2015	27	41	2	70
Jul 2015	29	58	2	89
Aug 2015	9	48	1	58
Sep 2015	14	36	3	53
Oct 2015	18	13	0	31
Nov 2015	21	14	1	36
Dec 2015	9	13	2	24
Jan 2016	31	37	3	71
Feb 2016	18	22	8	48
Mar 2016	24	15	4	43
Apr 2016	8	12	5	25
May 2016	17	23	6	46
Jun 2016	12	11	4	27
Jul 2016	14	4	6	24
Aug 2016	10	9	5	24
Sep 2016	19	14	2	35
Oct 2016	12	3	2	17
Nov 2016	17	9	1	27
Dec 2016	6	13	3	22
Jan 2017	24	13	6	43
Feb 2017	16	13	4	33
Mar 2017	20	19	6	45
Apr 2017	34	20	8	62
May 2017	37	17	8	62
Jun 2017	33	11	9	53
Jul 2017	17	13	5	35
Aug 2017	6	13	4	23
Sep 2017	9	12	4	25
Oct 2017	7	10	4	21
Nov 2017	7	7	5	19
Dec 2017	10	12	4	26
Jan 2018	6	41	3	50
Feb 2018	10	13	4	27
Mar 2018	10	10	5	25
Apr 2018	7	17	3	27
May 2018	13	10	4	27
Jun 2018	6	13	3	22
Jul 2018	12	9	5	26
Aug 2018	13	18	4	35
Sep 2018	8	12	3	23
Oct 2018	9	24	6	39
Nov 2018	15	17	3	35
Dec 2018	13	13	4	30
Jan 2019	13	17	4	34
Feb 2019	7	13	4	24
Mar 2019	12	16	5	33
Apr 2019	6	13	3	22
May 2019	14	9	2	25
Jun 2019	15	11	1	27
Jul 2019	15	17	2	34
Aug 2019	15	6	2	23
Sep 2019	7	11	2	20
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Nov 2019	14	11	4	29
Dec 2019	11	13	1	25
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Mar 2020	8	16	2	26
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May 2020	7	8	0	15
Jun 2020	15	11	1	27
Jul 2020	52	46	31	129
Aug 2020	4	7	6	17
Sep 2020	11	18	1	30
Oct 2020	15	24	0	39
Nov 2020	10	13	4	27
Dec 2020	21	6	2	29
Jan 2021	24	12	2	38
Feb 2021	7	11	3	21
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Apr 2021	5	8	2	15
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Jun 2021	9	7	5	21
Jul 2021	9	6	2	17
Aug 2021	25	8	6	39
Sep 2021	15	10	2	27
Oct 2021	13	45	0	58
Nov 2021	13	22	2	37
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Jan 2022	12	9	1	22
Feb 2022	8	6	5	19
Mar 2022	13	5	0	18
Apr 2022	37	9	1	47
May 2022	33	5	1	39
Jun 2022	38	4	2	44
Jul 2022	30	5	0	35
Aug 2022	38	6	1	45
Sep 2022	39	8	4	51
Oct 2022	45	17	1	63
Nov 2022	53	13	0	66
Dec 2022	34	10	0	44
Jan 2023	37	14	2	53
Feb 2023	39	8	0	47
Mar 2023	60	8	0	68
Apr 2023	38	5	0	43
May 2023	39	10	0	49
Jun 2023	35	5	0	40
Jul 2023	36	9	0	45
Aug 2023	43	11	1	55
Sep 2023	41	6	1	48
Oct 2023	60	7	2	69
Nov 2023	20	1	0	21
Dec 2023	49	27	1	77
Jan 2024	40	8	1	49
Feb 2024	33	16	0	49
Mar 2024	40	33	3	76
Apr 2024	36	13	3	52
May 2024	23	17	2	42
Jun 2024	4	11	1	16
Jul 2024	19	16	0	35
Aug 2024	21	9	2	32
Sep 2024	9	21	0	30
Oct 2024	11	3	2	16
Nov 2024	9	9	2	20
Dec 2024	7	21	0	28
Jan 2025	9	10	0	19
Feb 2025	22	9	1	32
Mar 2025	17	24	0	41
Apr 2025	9	26	2	37
May 2025	14	19	1	34
Jun 2025	27	17	0	44
Jul 2025	9	13	0	22
Aug 2025	14	17	1	32
Sep 2025	27	23	1	51
Oct 2025	20	23	3	46
Nov 2025	32	33	4	69
Dec 2025	5	1	0	6

Latest update: 05 Dec 2025

Short summary

The main contributions of this manuscript are • A novel and easy to use ArcMap tool is proposed for bivariate statistical analysis model implementation. • The developed tool facilitated and sped up the BSA modelling process of frequency ratio, weights of evidence, and evidential belief function. • This tool classifies the variables based on the acquired weights automatically. • All three methods were tested on a study area and landslide susceptibility maps were produced.