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Mathematical Models of Sedimentary Processes

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Cover of 'Mathematical Models of Sedimentary Processes'

Table of Contents

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    Book Overview
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    Chapter 1 Optimization Criteria for Mathematical Models Used in Sedimentology
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    Chapter 2 Interpretation of Complex Lithologic Successions by Substitutability Analysis
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    Chapter 3 Mathematical Models for Hydrologic Processes
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    Chapter 4 Mathematical Search Procedures in Facies Modeling in Sedimentary Rocks
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    Chapter 5 Monte Carlo Simulation of Some Flysch Deposits from the East Carpathians
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    Chapter 6 Diffusion Model of Sedimentation from Turbulent Flow
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    Chapter 7 Conditional Simulation of Sedimentary Cycles in Three Dimensions
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    Chapter 8 Areal Variation and Statistical Correlation
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    Chapter 9 Formation and Migration of Sand Dunes: A Simulation of their Effect in the Sedimentary Environment
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    Chapter 10 Mathematical Models for Solution Rates of Different-Sized Particles in Liquids
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    Chapter 11 A Simple Quantitative Technique for Comparing Cyclically Deposited Successions
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    Chapter 12 Models for Studying the Occurrence of Lead and Zinc in a Deltaic Environment
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    Chapter 13 The Semi-Markov Process as a General Sedimentation Model
Attention for Chapter 8: Areal Variation and Statistical Correlation
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Chapter title
Areal Variation and Statistical Correlation
Chapter number 8
Book title
Mathematical Models of Sedimentary Processes
Published by
Springer, Boston, MA, January 1972
DOI 10.1007/978-1-4684-1995-5_8
Book ISBNs
978-1-4684-1997-9, 978-1-4684-1995-5
Authors

William C. Krumbein

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