# Annals of Operations Research

Annals of Operations Research > 2012 > 195 > 1 > 33-48

Annals of Operations Research > 2012 > 195 > 1 > 237-259

Annals of Operations Research > 2012 > 195 > 1 > 261-276

Annals of Operations Research > 2012 > 195 > 1 > 73-96

*ρ*(

*x*) exponentially decreases with

*x*:

*ρ*(

*x*)∼exp (−

*k*⋅

*x*

^{2}). Normal distributions indeed frequently occur in practice. However, there are also many practical situations,...

Annals of Operations Research > 2012 > 195 > 1 > 355-378

Annals of Operations Research > 2012 > 195 > 1 > 97-110

Annals of Operations Research > 2012 > 195 > 1 > 325-354

Annals of Operations Research > 2012 > 195 > 1 > 277-309

Annals of Operations Research > 2012 > 195 > 1 > 163-187

Annals of Operations Research > 2012 > 195 > 1 > 311-323

*L*

_{ i }on the domain

*Ω*has a transparent cognitive structure ‘

*L*

_{ i }=

*about*

*P*

_{ i }’ which is mathematically formalized by a 3-tuple...

Annals of Operations Research > 2012 > 195 > 1 > 189-220

Annals of Operations Research > 2012 > 195 > 1 > 135-161

^{Ω}, resulting in exponential complexity of the operations involved in this framework, such as combination rules. When Ω is linearly ordered, a usual trick is to work only with intervals, which...

Annals of Operations Research > 2012 > 195 > 1 > 221-236

Annals of Operations Research > 2012 > 195 > 1 > 49-71

Annals of Operations Research > 2012 > 195 > 1 > 5-31

Annals of Operations Research > 2012 > 195 > 1 > 111-134