Wayne R. Ott

Environmental Statistics and Data Analysis

• Gebundenes Buch

Produktbeschreibung

Emphasizes the areas of probability theory and statistics that are important in environmental monitoring, data analysis, research, environmental field surveys, and environmental decision making. This work covers topics including Bayes' Theorem, geometric distribution, computer simulation, histograms and frequency plots and Bernoulli processes.

Produktdetails

• Verlag: Taylor & Francis Inc
• Seitenzahl: 328
• Erscheinungstermin: 20. Dezember 1994
• Englisch
• Abmessung: 256mm x 193mm x 24mm
• Gewicht: 790g
• ISBN-13: 9780873718486
• ISBN-10: 0873718488
• Artikelnr.: 22369942

Autorenporträt

Wayne R. Ott

Inhaltsangabe

Random Processes
Stochastic Processes in the Environment
Structure of the Book
Theory of Probability
Probability Concepts
Probability Laws
Conditional Probability and Bayes' Theorem
Summary
Problems
Probability Models
Discrete Probability Models
Continuous Random Variables
Moments
Expected Value
and Central Tendency
Variance
Kurtosis
and Skewness
Analysis of Observed Data
Summary
Problems
Bernoulli Processes
Conditions for Bernoulli Process
Development of Model
Binomial Distribution
Applications to Environmental Problems
Computation of B(n
p)
Problems
Poisson Processes
Conditions for Poisson Process
Development of Model
Poisson Distribution
Examples
Applications to Environmental Problems
Computation of P(l
t)
Problems
Diffusion and Dispersion of Pollutants
Wedge Machine
Particle Frame Machine
Plume Model
Summary and Conclusions
Problems
Normal Processes
Conditions for Normal Process
Development of Model
Confidence Intervals
Applications to Environmental Problems
Computation of N(m
s)
Problems
Dilution of Pollutants
Deterministic Dilution
Stochastic Dilution
Applications to Environmental Problems
Summary and Conclusions
Problems
Lognormal Processes
Conditions for Lognormal Process
Development of Model
Lognormal Probability Model
Estimating Parameters of the Lognormal Distribution
Three-Parameter Lognormal Model
Statistical Theory of Rollback
Applications to Environmental Problems
Summary and Conclusions
Problems
Index