kw.\*:("Lognormal distribution")
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The role of statistics in establishing the similarity of citation distributions in a static and a dynamic contextRUIZ-CASTILLO, Javier.Scientometrics (Print). 2013, Vol 96, Num 1, pp 173-181, issn 0138-9130, 9 p.Article
How to construct a confidence interval from only one measurement on a composite sample assuming log-normality and known variance for the increment samplesVAN DER VOET, Hilko.Accreditation and quality assurance. 2005, Vol 10, Num 8, pp 452-454, issn 0949-1775, 3 p.Article
Polarisation ou homogénéité des circonscriptions territoriales = Polarization or homogeneity of territorial circonscriptionsLAURENT, L.Revue d'économie régionale et urbaine. 1984, Num 1, pp 53-65, issn 0180-7307Article
Relation entre les paramètres des équations de similitude de la destruction par fatigueKOGAEV, V. P.Mašinovedenie. 1984, Num 3, pp 61-65, issn 0025-4576Article
On the lognormality of rain rateKEDEM, B; CHIU, L. S.Proceedings of the National Academy of Sciences of the United States of America. 1987, Vol 84, Num 4, pp 901-905, issn 0027-8424Article
Suitability of the lognormal distribution for corrective maintenance repair timesKLINE, M. B.Reliability engineering. 1984, Vol 9, Num 2, pp 65-80, issn 0143-8174Article
The Characteristics of Lognormal Distribution of Pore and Throat Size of a Low Permeability CoreCHUNYAN, J; SHUNLI, H; SHUSHENG, G et al.Petroleum science and technology. 2013, Vol 31, Num 5-8, pp 856-865, issn 1091-6466, 10 p.Article
Bootstrap methods for confidence intervals of percentiles from dataset containing nondetected observations using lognormal distributionIMAIZUMI, Yoshitaka; SUZUKI, Noriyuki; SHIRAISHI, Hiroaki et al.Journal of chemometrics. 2006, Vol 20, Num 1-2, pp 68-75, issn 0886-9383, 8 p.Article
A lognormal approximation for the collector's problemREAD, K. L. Q.The American statistician. 1998, Vol 52, Num 2, pp 175-180, issn 0003-1305Article
Uncertainty propagation in Fault tree analyses using lognormal distributionsMASERA, M.IEEE transactions on reliability. 1987, Vol 36, Num 1, pp 145-149, issn 0018-9529Article
Analysis of varianceMILLER, R. E.Chemical engineering (New York, NY). 1985, Vol 92, Num 6, pp 173-178, issn 0009-2460Article
Effects of exopolymers on particle size distributions of suspended cohesive sedimentsGUOPING ZHANG; HANG YIN; ZHENYU LEI et al.Journal of geophysical research. Oceans (Print). 2013, Vol 118, Num 7, pp 3473-3489, issn 2169-9275, 17 p.Article
Sample sizes for comparing means of two lifetime distributions with type II censored data: application in an aging intervention studyCHENGJIE XIONG; YAN YAN; MING JI et al.Controlled clinical trials. 2003, Vol 24, Num 3, pp 283-293, issn 0197-2456, 11 p.Article
Modified moment estimation for the three-parameter lognormal distributionCOHEN, A. C; WHITTEN, B. J; YIHUA DING et al.Journal of quality technology. 1985, Vol 17, Num 2, pp 92-99, issn 0022-4065Article
STUDIES OF LOGNORMALITY ON MORTALITY STATISTICSLESAK J; JUHASZ NAGY P.1982; BIOMETRISCHE ZEITSCHRIFT; ISSN 0006-3452; DDR; DA. 1982; VOL. 24; NO 8; PP. 731-741; BIBL. 1 P.Article
Wind speed analysis in the province of Alicante, Spain. Potential for small-scale wind turbinesCABELLO, M; ORZA, J. A. G.Renewable & sustainable energy review. 2010, Vol 14, Num 9, pp 3185-3191, issn 1364-0321, 7 p.Article
SULLE CURVE LOGNORMALI DI ORDINE R QUALI FAMIGLIE DI DISTRIBUZIONI DI ERRORI DI PROPORZIONE = LES COURBES LOGNORMALES D'ORDRE R COMME FAMILLES DE DISTRIBUTIONS DES ERREURS DE PROPORTIONVIANELLI S.1982; STATISTICA; ISSN 0390-590X; ITA; DA. 1982; VOL. 42; NO 2; PP. 155-176; ABS. ENG/FRE; BIBL. DISSEM.Article
CARACTERISTIQUES DE LA PROPAGATION LUMINEUSE SUR UN TRAJET INCLINE.FOURNET FAYARD J.1977; J. RECH. ATMOSPH.; FR.; DA. 1977; VOL. 11; NO 3; PP. 149-154; ABS. ANGL.; BIBL. 4 REF.Article
Rain drop size distribution models for Singapore : Comparison with results from different regionsONG, J. T; SHAN, Y. Y.IEE conference publication. 1997, pp 2.281-2.285, issn 0537-9989, isbn 0-85296-686-5, 2VolConference Paper
Miscellanea : A multivariate family of distributions on (0, ∞)pWALKER, S. G; STEPHENS, D. A.Biometrika. 1999, Vol 86, Num 3, pp 703-709, issn 0006-3444Article
L'INTERPRETATION DE QUELQUES REGULARITES DU REGROUPEMENT DES GALAXIES SUR LA BASE D'UN MODELE DE GENESE DE LA LOI LOGNORMALEKARASEV BV.1982; PIS'MA V ASTRONOMICESKIJ ZURNAL; ISSN 507806; SUN; DA. 1982; VOL. 8; NO 9; PP. 527-534; ABS. ENG; BIBL. 24 REF.Article
Temperature structure functions in turbulent shear flowsANTONIA, R. A; HOPFINGER, E. J; GAGNE, Y et al.Physical review. A, General physics. 1984, Vol 30, Num 5, pp 2704-2707, issn 0556-2791Article
Good ness-of-fit tests for the pareto and lognormal distributions based on multiply truncated samplesMARLIN, P. G.Communications in statistics. Theory and methods. 1984, Vol 13, Num 16, pp 1965-1979, issn 0361-0926Article
Outage probability in mobile telephony due to multiple log-normal interferersYU-SHUAN YEH; SCHWARTZ, S. C.IEEE transactions on communications. 1984, Vol 32, Num 4, pp 380-388, issn 0090-6778Article
Nonparametric tests for testing the homogeneity of K (>2) exponential gamma and Weibull populations using censored dataPADMANABHAN, A. R; SINGH, N.Microelectronics and reliability. 1983, Vol 23, Num 5, pp 953-961, issn 0026-2714Article