HOUSE_OVERSIGHT_013730.jpg

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11
People
1
Organizations
0
Locations
0
Events
2
Relationships
2
Quotes

Document Information

Type: Scientific paper / academic text (page from a book or journal)
File Size: 1.92 MB
Summary

This document is page 230 of a scientific text discussing statistical physics, specifically hydrodynamic turbulence, scaling exponents, and statistical moments (mean, variance, skew, kurtosis). It cites various physicists and mathematicians including Mandelbrot and Ruelle. The document bears a 'HOUSE_OVERSIGHT' Bates stamp, suggesting it was part of a collection of materials (likely related to Epstein's scientific interests or library) reviewed during a congressional investigation.

People (11)

Name Role Context
Mandelbrot Scientist/Author
Cited for 1974 work on hydrodynamic turbulence and scaling exponents.
Eckmann Scientist/Author
Cited for 1985 work on natural measure.
Ruelle Scientist/Author
Cited for 1985 work on natural measure.
Farmer Scientist/Author
Cited for 1983 work on M(ε) computation.
Renyi Scientist/Author
Cited for 1970 work on method of moments.
Grassberger Scientist/Author
Cited for 1983 work.
Hentschel Scientist/Author
Cited for 1983 work.
Procaccia Scientist/Author
Cited for 1983 work.
Halsey Scientist/Author
Cited for 1986 work.
Mayer-Kress Scientist/Author
Cited for 1986 work.
Ott Scientist/Author
Cited for 1994 work.

Organizations (1)

Name Type Context
House Oversight Committee
Indicated by the Bates stamp 'HOUSE_OVERSIGHT_013730' at the bottom right.

Relationships (2)

Eckmann Academic Co-authors Ruelle
Cited together as (Eckmann and Ruelle, 1985)
Hentschel Academic Co-authors Procaccia
Cited together as (Hentschel and Procaccia, 1983)

Key Quotes (2)

"It is a complicated area and the reader will find the required detailed descriptions in the references."
Source
HOUSE_OVERSIGHT_013730.jpg
Quote #1
"We recall that with respect to a statistical distribution, the first moment is the mean; the second moment, σ², the variance; the third moment, σ³, the distribution’s asymmetry, the skew; and the fourth moment, σ”, its relative peakedness with respect to the probability mass in the tail, called the kurtosis."
Source
HOUSE_OVERSIGHT_013730.jpg
Quote #2

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