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Search
Applied Mathematics
>
Optimization
ITEMS
62
items are in this category. Listing
all
items:
An Application of Markov Chain Analysis to the Game of Squash
Application of the Exergetic Cost Theory to the CG AM Problem
Applying
Mathematica
in Decision Support Systems
Artificial Intelligence: Simulating a Basic Genetic Algorithm
An Automated TanhFunction Method for Finding Solitary Wave Solutions to NonLinear Evolution Equations
The Banzhaf Power Index on Convex Geometries
CFLP: A
Mathematica
Implementation of a Distributed Constraint Solving System
Cheap computation of optimal reducedorder models for systems with time delay using
Mathematica
Comparison of Recovery Schemes through a
Mathematica
Simulation
Computational Algebra Applications in Reliability Theory
Computer algebra systems as mathematical optimizing compilers
Decisions, Uncertainty, and All That: MixedInteger Linear Programming
Decisions, Uncertainty, and All That: SimulateIf You Must!
Effective solution of linear Diophantine equation systems with an application in chemistry
Excursions in Programming: Traffic Engineering with Cellular Automata
Failure Frequencies of Noncoherent Structures
Fuzzy Consecutivekoutofn:F System Reliability
A Fuzzy Set Theoretic Framework for KnowledgeBased Simulation
Graphical Representation of Constrained Optimization Problems
Graphical Solutions to Linear Programming Problems
Guided Discovery, Visualization, and Technology Applied to the New Curriculum for Secondary Mathematics
Hoffman's Circle Untangled
Improved solution enclosures for over and underdetermined interval linear systems
Incomplete Information and Timing in the Volunteer's Dilemma
Integer Programming with
Mathematica
InteriorPoint Methods of Linear Programming
An Introduction to SecondOrder Random Variables in Human Health Risk Assessments
Knowledge Compilation to Speed Up Numerical Optimization
Ladders, Moats, and Lagrange Multipliers
Linear Programming with
Mathematica
: Sensitivity Analysis
Linear Programming with
Mathematica
: The Simplex Algorithm
Local Distances for Distance Transformations in Two and Three Dimensions
The
Mathematica
Programmer: Interval Plotting and Global Optimization, Part 2
Mathematica
, a New Tool for Studying Optimization
Modelling Frailty in the Manufacture of Respiratory Protective Devices
Modelling integer programming with logic: Language and implementation
Moments for M/G/1 Queues
New Insight into the Comparative Power of QualityControl Rules That Use Control Observations within a Single Analytical Run
A Note on the Pressure Equations Used in Zone Fire Modeling
On Stability Analysis of Linear Stochastic and TimeVarying Deterministic Systems
Optimizing Reliability in a TwoLevel Distributed Architecture of Wafer Scale Integration
Power in Weighted Voting Systems
Power Programming: Dynamic Programming
A Proof of Arrow's Impossibility Theorem by
Mathematica
The queuing network analysis tool (QNAT)
Reliability Analysis with Interval Arithmetic
Risk management information system: valueatrisk analysis with stochasitc simulation
Scaling Up Output Capacity and Performance Results from Information Systems Prototypes
Selected
Mathematica
Tools for Mathematical Programming
Service control of a queuing system with nonrenewal arrivals and phase type services
Simulation of Classical Queuing Systems with
Mathematica
Solving a Queuing Model with
Mathematica
SQControl.m: a package for statistical quality control in the presence of measurement errors
Statistical analysis of results of an interlaboratory experiment
Students and
Mathematica
: Optimal Scheduling of Graduate Teaching Assistants
Symbolic Propagation and Sensitivity Analysis in Gaussian Bayesian Networks with Application to Damage Assessment
System Reliability Calculations Based on Incomplete Information
Teaching reliability engineering to working engineers
The Use of a Codegenerating System for the Derivation of the Equations for Wind Turbine Dynamics
Using Lognormal Distributions and Lognormal Probability Plots in Probabilistic Risk Assessments
Using Lognormal Distributions in Risk Assessments
Voting Theory with Representation Triangles and Cubes
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