Index
A
|
B
|
C
|
D
|
E
|
F
|
G
|
H
|
I
|
K
|
L
|
M
|
N
|
O
|
P
|
R
|
S
|
T
|
U
|
V
|
W
|
Z
A
acyclic
,
[1]
adjacency matrix
affine function
Aggregate production planning
arcs
B
backlog
basic feasible solution
basic solution
basis
binary classification
binary knapsack
Blending aluminum scrap
,
[1]
,
[2]
Bottleneck Assignment
bounding
Branch & Bound
Branch & Cut
,
[1]
C
capacity
chain
chance constraint
chase
Chinese postman problem
Choosing among different production modes
classification
clause
complementarity
concave function
,
[1]
Concorde
Conditional Value at Risk
conductance
connected
continuous relaxation
convex function
,
[1]
convex hull
convex optimization
,
[1]
convex set
,
[1]
covering
critical path
cuts
cutting stock problems
D
Data Envelopment Analysis
DEA
,
[1]
Deciding road direction in urban networks
decision variables
,
[1]
,
[2]
destination
Determination of the karyotype of chromosomes
deterministic strategy
di-graphs
diet problem
difference of potential
directed cycle
directed graphs
disjunctive
disjunctive normal form
downside risk
dual
duality
duality theory
E
edge
,
[1]
efficient frontier
efficient portfolios
eigenvalues
euclidean ball
expected return
extension of the cover inequality
extremes
F
Fair assignment
feasible set
,
[1]
,
[2]
,
[3]
feasible solution
features
Flow conservation
G
Gantt chart
global optimum
,
[1]
goal programming
graph
,
[1]
H
Hamiltonian path
Horn clauses
I
ideal
ILO
ILP
in-degree
incidence matrix
,
[1]
,
[2]
incident
infeasible
Integer Linear Optimization
inventory balance equation
K
kernels
knapsack
L
label
level
lifted inequalities
linear optimization
linear function
linear model
,
[1]
,
[2]
linear optimization model
,
[1]
,
[2]
linearly separable
literal
local optimum
local minimum
local optimum
Localization of emergency facilities
Logical constraints in a blend
loop
lot sizing
M
makespan
Manhattan distance
margin
Master Production Scheduling
Maximum reliability path
,
[1]
MILO
MILP
minimum cost flow
minimum cost path
Minimum resistance path in an electrical network
Mixed Integer Linear Optimization model
MPS
Multi period financial planning
multi-class classification
multi-commodity flow
N
network flow
nodes
non cooperative zero-sum games
non dominated
normal conjunctive form
O
objective function
,
[1]
,
[2]
objective function
optimal solution
optimal value
optimization problem
oriented paths
origin
out-degree
P
packing
Pareto
partitioning
path
payoff matrix
polyhedron
,
[1]
,
[2]
positive definite
positive-semidefinite
potentials
power set
probability distribution function
Production and distribution
production mix
Project planning
Project Planning with incompatible resources
Purchase planning for a canteen
pure strategy
R
random variable
recourse actions
regression
,
[1]
relaxation
resistance
return
risky assets
S
Safe evacuation from a building
School bus driver assignment
section
semi-variance
separation procedure
Sequencing in industrial production
sequencing problem
series production models
set covering
Set Covering approach to Vehicle routing
set packing
set partitioning
Shift planning
Shift/staff matching
simplex method
source
standard linear optimization
startup cost
Stochastic farm planning
strategy
strong duality theorem
stronger formulation
strongly connected
sub-tours
Support Vector Machines
T
tension
terminal
time windows
total unimodularity
Tracking of moving objects
Transport of electricity
traveling salesperson
tree
TSP
U
unbounded
V
value
Value at Risk
Vehicle routing
vertices
W
Wagner-Within
walk
weak duality theorem
Z
Zero-sum games
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