Advanced Problem Solving with Maple

Advanced Problem Solving with Maple

A First Course

Bauldry, William C.; Fox, William P.

Taylor & Francis Ltd

05/2019

346

Dura

Inglês

9781138601857

15 a 20 dias

620

Descrição não disponível.
Introduction to Problem Solving and Maple

Problem Solving

Introduction to Maple

The Structure of Maple

General Introduction to Maple

Maple Training

Maple Applications Center

Introduction, Basic Concepts, and Techniques in Problem Solving with First Order, Ordinary Differential Equations

Introduction

Applied First Order Differential Equations and Solution Methods

Slope Fields and Qualitative Assessments

Analytical Solution of 1st Order ODEs

First Order ODEs and Maple

Numerical Methods for 1st Order ODEs

Introduction, Basic Concepts, and Techniques in Problem Solving with Systems of Ordinary Differential Equations

Systems of Differential Equations

Applied Systems of Differential Equations

Phase Portraits and Qualitative Assessment

Solving Homogeneous and Non-Homogeneous Systems of ODEs

Numerical Solutions to Systems of Ordinary Differential Equations

Problem Solving with Linear, Integer, and Mixed Integer Programming

Formulating Linear Programming Problems

Understanding Two-Variable Linear Programming: A Graphical Simplex

Solving the Linear Program: The Simplex Method and Maple

Linear Programming with Internal Maple Commands

Sensitivity Analysis with Maple

Integer and Mixed Integer Problems with Maple

Model Fitting and Linear Regression

Introduction
The Different Curve Fitting Criterion
Plotting the Residuals for a Least-Squares Fit
Case Studies

Statistical and Probabilistic Problem Solving with Maple
Introduction
Basic Statistics: Univariate Data
Introduction to Classical Probability
Reliability in Engineering and Business
Case Study: Airlines Overbooking Model
The Normal Distribution
Confidence Intervals and Hypothesis Testing

Problem Solving with Simulation

Introduction

Monte Carlo Simulation

Probability and Monte Carlo Simulation Using Deterministic Behavior

Probability and Monte Carlo Simulation: Using Probabilistic Behavior

Case Studies: Applied Simulation Models

Index
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Monte Carlo Simulation Approximation;Ordinary Differential Equations;Cumulative Distribution Function;Differential Equations Textbook;Euler's Method;Standby Redundant Systems;Maple Commands;Revised Simplex Method;Rainbow Trout;Simplex Method;Equilibrium Points;Differential Equations;Improved Euler's Method;Data Set;Non-basic Variables;Phase Portrait;Applied Linear Statistical Models;Average Daily Cost;CAS;LP Problem;Slope Field;Toll Plaza;Monte Carlo Simulation;Brown Trout;Random Number Generator