This is a site map / Bu bir site haritasidir.
The primary research is focused on modeling and optimization, stochastic systems and statistics, with a wide range of applications in manufacturing, production, scheduling and logistics. For more details on faculty and their research interests please refer to http://www.ie.bilkent.edu.tr
Course description:Videos:
Theory, algorithms, and computational aspects of linear programming. Formulation of problems as linear programs. Development of simplex algorithm, geometry of simplex method, duality theory, and economic interpretations. Sensitivity analysis. Variants of simplex method..
Short description: Network simplex method for lower and upper bounded minimum cost network flow problems
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Recorded on: 2011-05-11
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Short description: Minimum cost network flows (cont'd)
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Recorded on: 2011-05-09
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Short description: Minimum cost network flows (cont'd)
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Recorded on: 2011-05-09
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Short description: Introduction to minimum cost network flow problems
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Recorded on: 2011-05-04
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Short description: Decomposition (cont'd)
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Recorded on: 2011-05-02
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Short description: Decomposition (cont'd)
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Recorded on: 2011-05-02
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Short description: Parametric right hand sides and decomposition
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Recorded on: 2011-04-27
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Short description: Range analysis and parametric costs
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Recorded on: 2011-04-25
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Short description: Sensitivity analysis
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Recorded on: 2011-04-25
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Short description: Dual simplex method
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Recorded on: 2011-04-20
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Short description: Example and economical interpretation
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Recorded on: 2011-04-18
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Short description: Duality theorems
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Recorded on: 2011-04-18
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Short description: Duality (cont'd)
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Recorded on: 2011-04-06
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Short description: Simplex for bounded variables and duality
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Recorded on: 2011-04-04
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Short description: Simplex for bounded variables
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Recorded on: 2011-04-04
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Short description: Revised simplex and simplex for bounded variables
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Recorded on: 2011-03-30
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Short description: Revised Simplex method
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Recorded on: 2011-03-28
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Short description: Degeneracy and resolution of cycling
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Recorded on: 2011-03-28
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Short description: 2-Phase Method to find an initiating basic feasible solution
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Recorded on: 2011-03-23
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Short description: Finding a starting basic feasible solution
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Recorded on: 2011-03-21
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Short description: Simplex tableau in matrix form, alternative optima, unbounded solution
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Recorded on: 2011-03-21
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Short description: Simplex Method in matrix form
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Recorded on: 2011-03-16
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Short description: Simplex method explained in terms of basis matrices
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Recorded on: 2011-03-14
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Short description: Simplex method example in dictionary form, equation form and tabular form
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Recorded on: 2011-03-14
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Short description: Optimality of extreme points and unboundedness, simplex method example
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Recorded on: 2011-03-07
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Short description: Directions and unbounded LPs, extreme directions, representation theorem
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Recorded on: 2011-03-07
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Short description: Adjacent basic solutions, degeneracy, existence of extreme points, rays, directions of convex sets.
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Recorded on: 2011-03-02
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Short description: Adjacent basic solutions, polyhedra in standard form and basic solutions for standard form.
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Recorded on: 2011-02-28
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Short description: Equivalence of basic feasible solutions, extreme points and vertices
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Recorded on: 2011-02-28
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Short description: Extreme points of polyhedra, basic and basic feasible solutions
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Recorded on: 2011-02-23
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Short description: Subspaces, affine subspaces
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Recorded on: 2011-02-21
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Short description: Convex hulls, extreme points, vertices
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Recorded on: 2011-02-21
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Short description: Convexity, hyperplanes, half-spaces.
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Recorded on: 2011-02-16
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Short description: Convex sets and convex functions
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Recorded on: 2011-02-14
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Short description: Fourier-Motzkin elimination to solve linear inequality systems
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Recorded on: 2011-02-14
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Short description: Conversions of constraints and variables. Requirements space
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Recorded on: 2011-02-09
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Short description: Examples of linear programming formulation (cont
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Recorded on: 2011-02-07
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Short description: Examples of linear programming formulation
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Recorded on: 2011-02-07
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Short description: General form linear programming and matrix forms, two formulation examples
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Recorded on: 2011-02-02
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Short description: Example continued with solution and general form of linear programming in canonical maximization form
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Recorded on: 2011-01-31
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Short description: Brief history of linear programming and introductory example
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Recorded on: 2011-01-31
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Course description:Videos:
Theory, algorithms, and computational aspects of linear programming. Formulation of problems as linear programs. Development of simplex algorithm, geometry of simplex method, duality theory, and economic interpretations. Sensitivity analysis. Variants of simplex method..
Short description: Sensitivity analysis
Long description: continued
Recorded on: 2009-05-18
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Short description: Sensitivity analysis
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Recorded on: 2009-05-18
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Short description: Duality
Long description: continued
Recorded on: 2009-05-13
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Short description: Duality
Long description: continued
Recorded on: 2009-05-11
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Short description: Duality
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Recorded on: 2009-05-11
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Short description: Simplex for bounded variables, starting basic solution for bounded variables
Long description: continued
Recorded on: 2009-04-27
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Short description: Simplex for bounded variables, starting basic solution for bounded variables
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Recorded on: 2009-04-27
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Short description: Revised simplex, simplex for bounded variables
Long description: continued
Recorded on: 2009-04-22
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Short description: Revised simplex, simplex for bounded variables
Long description: continued
Recorded on: 2009-04-20
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Short description: Revised simplex, simplex for bounded variables
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Recorded on: 2009-04-20
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Short description: Unbounded LP's, degeneracy, 2-phase method
Long description: continued
Recorded on: 2009-04-15
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Short description: Unbounded LP's, degeneracy, 2-phase method
Long description: continued
Recorded on: 2009-04-13
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Short description: Unbounded LP's, degeneracy, 2-phase method
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Recorded on: 2009-04-13
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Short description: Simplex Method in Matrix form
Long description: continued
Recorded on: 2009-04-08
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Short description: Simplex Method in Matrix form
Long description: continued
Recorded on: 2009-04-06
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Short description: Simplex Method in Matrix form
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Recorded on: 2009-04-06
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Short description: Simplex Method
Long description: continued
Recorded on: 2009-04-01
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Short description: Simplex Method
Long description: continued
Recorded on: 2009-03-30
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Short description: Simplex Method
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Recorded on: 2009-03-30
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Short description: Representation theorem
Long description: continued
Recorded on: 2009-03-23
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Short description: Representation theorem
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Recorded on: 2009-03-23
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Short description: Existence continued, optimality of extreme points, recession directions, extreme directions, convex cones, dimension of polyhedra, faces
Long description: continued
Recorded on: 2009-03-18
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Short description: Existence continued, optimality of extreme points, recession directions, extreme directions, convex cones, dimension of polyhedra, faces
Long description: continued
Recorded on: 2009-03-16
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Short description: Existence continued, optimality of extreme points, recession directions, extreme directions, convex cones, dimension of polyhedra, faces
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Recorded on: 2009-03-16
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Short description: Degeneracy, existence of extreme points
Long description: continued
Recorded on: 2009-03-11
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Short description: Degeneracy, existence of extreme points
Long description: continued
Recorded on: 2009-03-09
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Short description: Degeneracy, existence of extreme points
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Recorded on: 2009-03-09
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Short description: Basic solutions and basic feasible solutions in general form and in standard form
Long description: continued
Recorded on: 2009-03-04
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Short description: Basic solutions and basic feasible solutions in general form and in standard form
Long description: continued
Recorded on: 2009-03-02
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Short description: Basic solutions and basic feasible solutions in general form and in standard form
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Recorded on: 2009-03-02
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Short description: Hyperplanes, half-spaces, polyhedral sets, convex hulls, extreme points, vertices, subspaces, span, basis, column and row spaces, affine subspaces
Long description: continued
Recorded on: 2009-02-25
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Short description: Hyperplanes, half-spaces, polyhedral sets, convex hulls, extreme points, vertices, subspaces, span, basis, column and row spaces, affine subspaces
Long description: continued
Recorded on: 2009-02-23
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Short description: Hyperplanes, half-spaces, polyhedral sets, convex hulls, extreme points, vertices, subspaces, span, basis, column and row spaces, affine subspaces
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Recorded on: 2009-02-23
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Short description: Convex sets and functions
Long description: continued
Recorded on: 2009-02-18
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Short description: Convex sets and functions
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Recorded on: 2009-02-16
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Short description: Linear Programming
Long description: more examples
Recorded on: 2009-02-16
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Short description: Linear Programming
Long description: Basic mathematical structure and examples; continued
Recorded on: 2009-02-11
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Short description: Linear Programming
Long description: Basic mathematical structure and examples; continued
Recorded on: 2009-02-09
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Short description: Linear Programming
Long description: Basic mathematical structure and examples
Recorded on: 2009-02-09
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Course description:Videos:
Theoretical and practical issues in the design and management of the supply chain. Logistic network configuration, risk pooling and multi-echelon inventory systems, value of information and bullwhip effect in supply chains, coordination of the supply chain using contracts, distribution strategies and strategic alliances for the supply chain and product design for supply chain efficiency.
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Recorded on: 2009-04-30
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Recorded on: 2009-04-28
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Recorded on: 2009-04-28
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Recorded on: 2009-04-21
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Recorded on: 2009-04-21
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Recorded on: 2009-04-16
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Recorded on: 2009-04-14
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Recorded on: 2009-04-14
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Recorded on: 2009-04-07
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Recorded on: 2009-04-07
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Recorded on: 2009-03-26
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Recorded on: 2009-03-24
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Recorded on: 2009-03-24
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Recorded on: 2009-03-19
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Recorded on: 2009-03-17
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Recorded on: 2009-03-17
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Recorded on: 2009-03-12
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Recorded on: 2009-03-10
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Recorded on: 2009-03-10
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Recorded on: 2009-03-05
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Recorded on: 2009-03-03
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Recorded on: 2009-03-03
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Recorded on: 2009-02-26
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Recorded on: 2009-02-24
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Recorded on: 2009-02-24
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Recorded on: 2009-02-19
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Recorded on: 2009-02-17
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Recorded on: 2009-02-17
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Recorded on: 2009-02-12
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Recorded on: 2009-02-10
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Recorded on: 2009-02-10
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Course description:Videos:
Applications, modeling, theory and algorithms for optimal location of service facilities on distribution, transportation and communication networks. The course progresses from simple models to complex models. Well known median and center problems as well as other models will be covered. The course ends with a discussion of areas open to research.
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Recorded on: 2009-05-13
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Recorded on: 2009-05-13
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Recorded on: 2009-05-11
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Recorded on: 2009-04-27
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Recorded on: 2009-04-22
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Recorded on: 2009-04-22
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Recorded on: 2009-04-20
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Recorded on: 2009-04-15
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Recorded on: 2009-04-15
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Recorded on: 2009-04-13
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Recorded on: 2009-04-08
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Recorded on: 2009-04-06
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Recorded on: 2009-04-01
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Recorded on: 2009-04-01
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Recorded on: 2009-03-30
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Recorded on: 2009-03-25
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Recorded on: 2009-03-25
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Recorded on: 2009-03-23
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Recorded on: 2009-03-18
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Recorded on: 2009-03-18
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Recorded on: 2009-03-16
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Recorded on: 2009-03-11
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Recorded on: 2009-03-11
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Recorded on: 2009-03-09
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Recorded on: 2009-03-04
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Recorded on: 2009-03-02
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Recorded on: 2009-02-25
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Recorded on: 2009-02-11
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Recorded on: 2009-02-11
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Recorded on: 2009-02-09
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