Benoit B. MANDELBROT
 
 

Benoit Mandelbrot

LONG DEPENDENCE

VIRTUAL SELECTA

 

 

 

 

 

 


TABLE OF CONTENTS

  51

H10. M & James R. WALLIS 1968. Noah, Joseph and operational hydrology. Water Resources Research: 4, 909-918.
[ PDF (86 KB) ]

• Illustrated variant: Self-similar synthetic hydrology (James R. Wallis & M). Symposium on the Use of Analog and Digital Computers in Hydrology (Tucson AZ, 1968). Publication 81 of the International Association of Scientific Hydrology: 2, 1968, 738-755.
• Elaboration in reply to a question: Reply to Professor Quimpo (M & James R. Wallis). Discussion of the 1968 Tucson Symposium, Bulletin of the International Association of Scientific Hydrology: 14, 1969, 58-60.
• Abstract: Self-similar synthetic hydrology (M & James R. Wallis). Summaries of Contributed Papers, European Meetings of IMS, TIMS, ES and IASPS, Amsterdam: Mathematical Center, 1968.
• Elaboration in reply to a published comment: Reply to Mr. Alexander (M & James R. Wallis). Water Resources Research: 5, 1969, 917-920.
• Elaboration in reply to a published comment: Comment on “Stochastic models in hydrology” by A.E. Scheidegger. Water Resources Research: 6, 1970, 1791.
• Elaboration in reply to an oral comment: Notes on the definition and the stationarity of fractional Gaussian noise. Journal of Hydrology: 30, 1976, 407-409.


  55

H12,13,14. M & James R. WALLIS 1969. Computer experiments with fractional Gaussian noises. Water Resources Research: 5, 228-267.
Part I [ PDF (1.96 MB) ]
Part II [ PDF (1.42 MB) ]
Part III [ PDF (298 KB) ]


  56

H27. M & James R. WALLIS 1969. Some long-run properties of geophysical records. Water Resources Research: 5, 321-340.
[ PDF (2.01 MB) ]

• Edited reprint: Fractal Geometry and its Use in the Earth Sciences. Edited by Christopher C. Barton & Paul R. LaPointe. New York: Plenum, 1994, pp. 41-64.


  67

H29. Frederick J. DAMERAU & M 1973. Tests of the degree of word clustering in samples of written English. Linguistics: 102, 58-75.
[ PDF (1.10 MB) ]


  73 H26. M 1975z. Limit theorems on the self-normalized range for weakly and strongly dependent processes. Zeitschrift für Wahrscheinlichkeitstheorie: 31, 271-285.
[ PDF (133 KB) ]