Submitted:
06 March 2023
Posted:
06 March 2023
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Abstract
Keywords:
1.Introduction
2. Results
2.1. Validation of CMIP6 Historical Simulations over LVB
2.2. Analysis of Future Precipitation Patterns over the Lake Victoria Basin

3. Discussion
4. Methods
5. Data and Methodology
Supplementary Materials
Acknowledgment
References
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| Descriptor | Acronym | Description |
| Simple precipitation intensity index | SDII | Mean precipitation amount on a wet day. Let RRij be the daily precipitation amount on wet day w (RR ≥ 1 mm) in period j. If W represents the number of wet days in j then the simple precipitation intensity index SDIIj = sum (RRwj) / W |
| Max 5-day precipitation amount | Rx5day | Maximum consecutive 5-day precipitation |
| Width of the right tail distribution of precipitation | 99p-90p | Calculated as the difference between the 99th and the 90th percentiles (99p–90p), where 90p defined as follows; for every adjacent sequence t_1, ..., t_n of timesteps of the same year, 90p is given by o(t, x) = pth percentile{i(t’, x), t1 < t’ ≤ tn}; here computed for the 90th percentile. For this study, 90p represents the threshold for identifying heavy precipitation events. 99p represents very intense precipitation events and is defined as; for every adjacent sequence t_1, ..., t_n of timesteps of the same year, 99p is given by o(t, x) = pth percentile{i(t’, x), t1 < t’ ≤ tn}; here computed for the 99th percentile |
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