Carleton University Honours Project Knowledge in Rendezvous of Agents with Different Speeds Evan Huus [removed] Supervised by Professor E. Kranakis,

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• Game theory
• NP-complete problems
• Rendezvous problem
• Algorithm
• Graph coloring
• Adversary model
• Mathematics
• Theoretical computer science
• Applied mathematics

Ecological Interface Design: Practical Applications to the Wireshark Network Analyzer Evan Huus (Carleton University) [removed] December 8, 2013 Abstract

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• OSI protocols
• Communications protocol
• Transport layer
• Wireshark
• OSI model
• Data link layer
• Network packet
• Link layer
• Transmission Control Protocol
• Computing
• Data
• Information

MProbe: Research Plan 2001 John W. Chinneck Systems and Computer Engineering Carleton University Ottawa, Ontario K1S 5B6 Canada

Source URL: www.sce.carleton.ca

• Computing
• Constraint
• Interpolation
• Profiling
• Sampling
• Global optimization
• Nonlinear programming
• Linear programming
• Mathematical optimization
• Computer programming
• Software engineering

Discovering the Characteristics of Mathematical Programs John W. Chinneck Systems and Computer Eng. Carleton University Ottawa, Canada

Source URL: www.sce.carleton.ca

• Convex function
• Diff
• Convex set
• Karush–Kuhn–Tucker conditions
• Mathematical optimization
• Convex analysis
• Mathematical analysis

Improving Solver Success in Reaching Feasibility for Sets of Nonlinear Constraints Walid Ibrahim College of Information Technology United Arab Emirates University John W. Chinneck

Source URL: www.sce.carleton.ca

• Applied mathematics
• Mathematics
• Science
• Convex optimization
• Linear programming
• Quadratic programming
• Constraint algorithm
• Constraint
• Constraint satisfaction
• Operations research
• Mathematical optimization
• Constraint programming

INFORMS Journal on Computing informs Vol. 16, No. 3, Summer 2004, pp. 255–265 issn[removed]
eissn[removed]
04
1603
0255

Source URL: www.sce.carleton.ca

• Constraint
• Linear programming
• Quadratic programming
• Slack variable
• Duality
• Nonlinear programming
• Constraint satisfaction
• Multidisciplinary design optimization
• Mathematical optimization
• Mathematical analysis
• Numerical analysis

PDF Document

Source URL: www.sce.carleton.ca

Analyzing Infeasible Optimization Models John W. Chinneck Systems & Computer Engineering Carleton University Ottawa, Canada

Source URL: www.sce.carleton.ca

• Applied mathematics
• Mathematics
• Linear programming
• Constraint
• Logic programming
• Mathematical analysis
• Operations research
• Mathematical optimization
• Convex optimization

Final version appears in Expert Systems with Applications (2012), vol. 39, no. 9, pp[removed]Integrated Classifier Hyperplane Placement and Feature Selection John W. Chinneck Systems and Computer Engineering

Source URL: www.sce.carleton.ca

• Mathematical optimization
• Statistical classification
• Constraint programming
• Support vector machine
• Hyperplane
• Linear programming
• Constraint
• Candidate solution
• Geometry
• Mathematics
• Operations research

Optimization Methods and Software Vol. 00, No. 00, November 2011, 1–30 RESEARCH ARTICLE Constraint Consensus Concentration for Identifying Disjoint Feasible Regions in Nonlinear Programs

Source URL: www.sce.carleton.ca

• Mathematical sciences
• Cluster analysis
• Data mining
• Geostatistics
• Single-linkage clustering
• Constraint satisfaction
• Linear programming
• Constraint
• Statistics
• Mathematical optimization
• Operations research