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\[Bel(A)=\sum_{S\subseteq A} m(S)\]
\[Pl(A)=\sum_{S \cap A \neq \emptyset} m(S)\]
| Link | Language | Author | Comments |
|---|---|---|---|
| TBM | MATLAB | Philippe Smets | TBM, FMT |
| Software | R and MATLAB | Thierry Denœux | Clustering, Distance-based Classification, Approximation |
| iBelief | R | Kuang Zhou and Arnaud Martin | Some basic functions to implement belief functions. |
| Belief Package | R | Sébastien Destercke | Some basic functions to deal with discrete belief functions. |
| pyds | Python | Thomas Reineking | A Python library for performing calculations in the Dempster-Shafer theory of evidence. |
.footnote[[1] https://bfasociety.org]
piece of code in python
import numpy as np
import math
a = x + c
math.abs(a)