Çakalli [14] extended this notation to topological Hausdorff groups.
This paper presents a study in the context of disaster management in Brazil that applies oDMN +, a framework that connects decision-making with data sources through an extended modeling notation and a modeling process.
To this end, we extended a notation introduced by Gillick [ 6] together with that from Kiss and Strunk [ 7] to formalize our methodological approach on examples of the form "L R", L representing the left context token, the period character, and R the right context token.
For notational convenience, we extend our notation for partial numeric values and baseline value to the coordinator node by defining (C_{i,0}(t) = 0) for all data object (O_{i}) and ({mathcal {P}}_0 = max _{O_{i} in {mathcal {O - R}}} delta _{i,0}).
We must extend our notation to describe this class of approaches.
Formally, we extend the notation of FCMs to express the value of a concept i at time t in a location v ∈ V by Ci, t, v.
As before, we extend this notation for non-integer values of (n) by setting (Pi ^q_nmathop limits ^{mathrm{def}}Pi ^q_{lfloor nrfloor }).
It is convenient to extend this notation to non-integer values of (n) by setting (mathbb{H }_nmathop limits ^{mathrm{def}}mathbb{H }_{lfloor nrfloor }) where (lfloor nrfloor ) is the integer part of (n), and setting (mathbb{H }_n={0}) if (nle 0).
By extending the notation used in the Information Box, these can be written as.
