Barve M (2019) Meteorological aspects of the Severe Floods on the Narmada River: Central India. Unpublished Master’s Dissertation, Savitribai Phule Pune University, Pune
Beard LR (1975) Generalized evaluation of flash-flood potential. Technical Report: University of Texas, Austin. Central Research Water Resource CRWR- 124:1-27
Bedient PB, Huber WC (1989) Hydrology and floodplain analysis. Addison Wesley Publication Company, New York
Google Scholar
Benson MA (1968) Uniform flood frequency estimating methods for federal agencies. Water Resour Res 4(5):891–908
Google Scholar
Bhat MS, Alam A, Ahmad B, Kotlia BS, Farooq H, Taloor AK, Ahmad S (2019) Flood frequency analysis of river Jhelum in Kashmir basin. Quatern Int 507:288–294
Google Scholar
Blackburn J, Hicks F (2002) Combined flood routing and flood level forecasting. Can J Civ Eng 29:64–75
Google Scholar
Bobee B (1975) The log Pearson type 3 distribution and its applications in hydrology. Water Resour Res 11(3):365–369
Google Scholar
Castillo E (1988) Extreme value theory in engineering. Academic Press, New York
Google Scholar
Chow VT, Maidment DR, Mays LW (1988) Applied hydrology. McGraw Hill, New York
Google Scholar
Cunnane C (1978) Unbiased plotting positions, a review. J Hydrol 39:205–222
Google Scholar
Cunnane C (1989) Statistical distributions for flood frequency analysis. Operational Hydrology Report no.33, WMO no. 718, World Meteorological Organization, Geneva, Switzerland
Dandekar MM, Sharma KN (2013) Water power engineering, 2nd edn. Vikas Publishing House Pvt. Ltd, New Delhi
Devia GK, Ganasri B, Dwarakish G (2015) A review on hydrological models. Aquatic Proc 4:1001–1007
Google Scholar
Elleder L (2010) Reconstruction of the 1784 flood hydrograph for the Vltava River in Prague, Czech Republic. Glob Planet Change 70:117–124
Google Scholar
Elleder L, Herget J, Roggenkamp T, Nießen A (2013) Historic floods in the city of Prague-a reconstruction of peak discharges for 1481–1825 based on documentary sources. Hydrol Res 44(2):202–214
Google Scholar
Foster HA (1924) Theoretical frequency curves and their application to engineering problems. Trans Am Soc Civ Eng 87(1):142–173
Google Scholar
Fuller WE (1914) Flood flows. Trans Am Soc Civ Eng 77(1293):564–617
Google Scholar
Gaal L, Szolgay J, Kohnova S, Hlavcova K, Viglione A (2010) Inclusion of historical information in flood frequency analysis using a Bayesian MCMC technique: a case study for the power dam Orlik, Czech Republic. Contrib Geophys Geodesy 40(2):121–147
Google Scholar
Garde RJ (1998) Floods and flood control: engineering approach. In: Kale VS (ed) Flood studies in India, vol 41. Memoir of Geological Society of India, Bangalore, pp 173–193
Google Scholar
Griffis VW, Stedinger JR (2007) The log-Pearson type III distribution and its application in flood frequency analysis. 1: Distribution characteristics. J Hydrol Eng 12(5):482–491
Google Scholar
Griffis VW, Stedinger JR (2009) Log-Pearson type 3 distribution and its application in flood frequency analysis, III—sample skew and weighted skew estimators. J Hydrol 14(2):121–130
Google Scholar
Gringorten II (1963) A plotting rule for extreme probability paper. J Geophys Res 68(3):813–814
Google Scholar
Gumbel EJ (1941) The return period of flood flows. Ann Math Stat 12:163–190
Google Scholar
Gumbel EJ (1958) Statistics of extremes. Columbia University Press, New York
Google Scholar
Haan CT (1977) Statistical methods in hydrology. Iowa State University Press, Ames, p 378
Google Scholar
Haddad K, Rahman A (2011) Selection of the best fit flood frequency distribution and parameter estimation procedure: A case study for Tasmania in Australia. Stoch Environ Res Risk Assess 25:415–428
Google Scholar
Helsel DR, Hirsch RM (2010) Statistical methods in water resources. U.S. Geological Survey, Investigations Book 4, Chapter A3. U.S. Geological Survey
Hire PS, Patil AD (2018) Flood frequency analysis of the Par River: Western India. Int J Sci Res Sci Technol 5(1):164–168
Google Scholar
Hire PS (2000) Geomorphic and hydrologic studies of floods in the Tapi Basin. Unpublished Ph.D. Thesis, University of Pune, Pune, India
Holmes RR (2014) Floods: Recurrence intervals and 100-year floods (USGS). http://www.water.usgs.gov/edu/. Website Retrieved February 2, 2014. Accessed 23 Nov 2019
Hosking JRM, Wallis JR (1997) Regional frequency analysis—an approach based on l-Moments. Cambridge University Press, Cambridge, p 224
Google Scholar
IPCC (2012) Managing the risks of extreme events and disasters to advance climate change adaptation. A special report of working groups i and ii of the intergovernmental panel on climate change. Cambridge University Press, Cambridge
Google Scholar
Jha VC, Bairagya H (2011) Environmental impact of flood and their sustainable management in deltaic region of West Bengal, India. Caminhos de Geografia 12(39):283–296
Google Scholar
Kale VS, Ely LL, Enzel Y, Baker VR (1994) Geomorphic and hydrologic aspects of monsoon floods on the Narmada and Tapi Rivers in central India. Geomorphology 10:157–168
Google Scholar
Kale VS, Gupta A (2010) Introduction to Geomorphology. Universities Press Pvt. Ltd., Hyderabad
Google Scholar
Kamal V, Mukherjee S, Singh P, Sen R, Vishwakarma CA, Sajadi P, Asthana H, Rena V (2016) Flood frequency analysis of Ganga River at Haridwar and Garhmukteshwar. Appl Water Sci 7:1–8
Google Scholar
Kottegoda NT, Rosso R (1997) Statistics, probability, and reliability for civil and environmental engineers. McGraw Hill, New York
Google Scholar
Koutrouvelis IA, Canavos GC (2000) A comparison of moment-based methods of estimation for the log Pearson type 3 distributions. J Hydrol 234(1):71–81
Google Scholar
Kumar R, Chatterjee C, Kumar S, Lohani AK, Singh RD (2003) Development of regional flood frequency relationships using l moments for middle Ganga plains subzone 1(f) of India. Water Resour Managt 17:243–257
Google Scholar
Laio F, Di Baldassarre G, Montanari A (2009) Model selection techniques for the frequency analysis of hydrological extremes. Water Resour Res 45:1–11
Google Scholar
Law GS, Tasker, GD (2003) Flood frequency prediction methods for unregulated streams of Tennessee, 2000. Water Resources Investigations Report 03-4176, Nashville, Tennessee
Matalas NC, Wallis JR (1973) Eureka! It fits a Pearson type 3 distribution. Water Resour Res 9(2):281–289
Google Scholar
Merz R, Blöschl G (2008) Flood frequency hydrology: 1. Temporal, spatial and the causal expansion of information. Water Resour Res 44(8):1–17
Google Scholar
Millington N, Das S, Simonovic SP (2011) The comparison of GEV, Log-Pearson Type 3 and Gumbel distributions in the Upper Thames River watershed under global climate models. Water Resources Research Report Department of Civil and Environmental Engineering, University of Western Ontario
Patil AD (2017) Bedrock channel of the Par River: its forms and processes. Unpublished Ph.D. Thesis, Tilak Maharashtra Vidyapeeth, Pune
Pawar UV, Hire PS (2019) Flood frequency analysis of the Mahi Basin by using Log Pearson type III probability distribution. Hydrosp Anal 2(2):102–112
Google Scholar
Pearson K (1916) Mathematical contributions to the theory of evolution, IXI: second supplement to a memoir on skew variation. Philos Trans R Soc Lond Ser A 216:429–457
Google Scholar
Phien HN, Jivajirajah T (1984) Applications of the log Pearson type-3 distribution in hydrology. J Hydrol 73:359–372
Google Scholar
Pilgrim DH (ed) (1987) Australia rainfall and runoff. The Institution of Engineers Australia, Barton
Google Scholar
Popescu I, Jonoski A, Van Andel S, Onyari E, Moya Quiroga V (2010) Integrated modelling for flood risk mitigation in Romania: case study of the Timis-Bega river basin. Int J River Basin Manag 8:269–280
Google Scholar
Raghunath HM (2006) Hydrology: principles, analysis and design, 2nd edn. New Age International (P) Limited, 4835/24, Ansari Road, Daryaganj, New Delhi
Sakthivadivel R, Raghupathy A (1978) Frequency analysis of floods in some Indian rivers. Hydrol Rev 4:57–67
Google Scholar
Shaw EM (1983) Hydrology in Practice. Van Nostrand Reinhold, Berkshire
Google Scholar
Shaw EM (1988) Hydrology in practice. Van Nostrand Reibhold Int. Co., Ltd., London
Google Scholar
Shaw EM (1994) Hydrology in practice. Taylor & Francis e-Library, Milton Park (2005)
Google Scholar
Srikanthan R, McMahon TA (1981) Log Pearson III distribution—an empirically derived plotting position. J Hydrol 52:161–163
Google Scholar
Stedinger JR, Vogel RM, Georgiou EF (1993) Frequency analysis of extreme events. In: Maidment DR (ed) Chapter 18 handbook of hydrology. McGraw-Hill, New York
Google Scholar
Todorovic P (1978) Stochastic models of floods. Water Resour Res 14(2):345–356
Google Scholar
U.S. Water Resources Council (1967) A uniform technique for determining flood flow frequencies, Bulletin No. 15. Washington D.C
U.S. Water Resources Council (1976) Guidelines for determining flood flow frequency, Bulletin 17.Washington D.C
U.S. Water Resources Council (1981) Guidelines for determining flood flow frequency, Bulletin 17B. Washington D.C
United States Geological Survey (1982) Guidelines for determining flood flow frequency, Bulletin. 17B. USGS Interagency Advisory Committee on Water Data 194, Reston, Virginia
Vogel RM (1986) The probability plot correlation coefficient test for the normal, lognormal and Gumbel distributional hypotheses. Water Resour Res 22(4):587–590
Google Scholar
Vogel RM, Thomas WO, McMahon TA (1993) Flood-flow frequency model selection in the southwestern United States. J Water Resour Plan Manag ASCE 119(3):353–366
Google Scholar
Wallis JR (1988) Catastrophes, computing and containment: living in our restless habitat. Specul Sci Technol 11(4):295–315
Google Scholar
Wallis JR, Wood EF (1985) Relative accuracy of log Pearson III procedure. J Hydr Eng 111(7):1043–1056
Google Scholar
Ward R (1978) Floods: a geographical perspective. The MacMillan Press Ltd., London
Google Scholar
Watt WE, Lathem KW, Neill CR, Richard TL, Rousselle J (1989) Hydrology of floods in Canada: a guide to planning and design. National Research Council of Canada, Ottawa
Google Scholar