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Spatial Optimization for Managed Ecosystems

John Hof and Michael Bevers

Paper, 320 pages, 48 illus
ISBN: 978-0-231-10637-5
$45.50 / £27.00

May, 1998
Cloth, 320 pages, 48 illus
ISBN: 978-0-231-10636-8
$97.50 / £57.50

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Ferret Releases

Net Population Growth Rate

Ferret Dispersal

Spatial Definition

Ferret Reintroduction in South Dakota

The Spatial Optimization Model

The Black-Footed Ferret: A Case Study

Discussion

The Modeling Approach

Sustainability of Species Richness

The Logistic Distribution

Transformations

Declining Monotonicity of Natural Logarithm

Results

Allocation Over Time and Space

Results

Continuous Choice Variables

Results

The Problem

An Example

The Model

A Cellular Model of Wildlife Population Growth and Dispersal

Methods

Dynamic Movement

Row-Total Variance Reduction

An Example

Post–Optimization Calculations

Simulation Versus Optimization

An Adaptive Management Context

Synthesis

A New Definition for a Regulated Forest

Single-Species Emphasis

Accounting for Mortality

Sensitivity to Planning Horizon Length

Sensitivity to Minimum Harvest Age

Model Reduction

Linear Approximation of Objective Functions

A Coastal Douglas-fir Case Study

Objective Functions

Wildlife Habitat Fragmentation Effects

Edge Effects

A Cellular Model of Wildlife Habitat Spatial Relationships

Static Spatial Relationships

A Final Introductory Note

Solvability of Nonlinear Programs

Solvability of (0–1) Integer Programs

Methods

Organization

Viewpoint

Introduction

The Problem

Pragmatic Approaches to Handling Risk and Uncertainty

Discussion

Results

The Problem

An Example

Rectangles

Circles

Optimization

Chance Maximization

Spatial Autocorrelation

Connectivity

Theory

A Geometric Wildlife Model with Spatial Autocorrelation and Habitat Connectivity

Discussion

Results

The Problem

An Example

A Cellular Timber Model with Spatial Autocorrelation

Approximation of the CDF

Total Probability Chance-Maximizing Programming

Joint Probability Chance-Maximizing Programming

MAXMIN Chance-Maximizing Programming

Chance-Maximizing Programs

Total Probability Chance Constraint

Joint Probability Chance Constraint

Individual Chance Constraints

Chance-Constrained Programming

Spatial Autocorrelation

Discussion

Results

The Problem

An Example

A Spatial Recreation Allocation Model

The Case of More Than One Proposed Site

The Travel Cost Model

Spatial Supply–Demand Equilibrium: A Recreation Example

Discussion

Results

An Example

Spatial Effects

A Geometric Model of Wildlife Habitat Spatial Relationships

Discussion

Results

The Problem

An Example

Wildlife Habitat Size Thresholds

Results

A Steady-State Example

Determining the Optimal Steady State

Species Richness Objective Functions

Diversity and Sustainability

Discussion

Results

Two Examples

The Spatial Optimization Approach

A Nested-Schedule Model of Stormflow

Discussion

Results

The Problem

An Example

The Model

A Cellular Model of Pest Management

Model Results

Ferret Carrying Capacity

Related Subjects


Series


About the Author

John Hof is a project leader, and Michael Bevers is a research scientist at the USDA Forest Service’s Rocky Mountain Research Station in Fort Collins, Colorado.

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