← Search

Data · dataset · 2023

Replication Data for: A basic set of cancellation violating sequences for finite two-dimensional non-additive measurement

Listed in Borealis

Cancellation conditions play a central role in the representation theory of measurement for a weak order on a finite two-dimensional Cartesian product set X. A weak order has an additive representation if and only if it violates no cancellation conditions.

Description

Given X, a longstanding open problem is to determine the simplest set of cancellation conditions that is violated by every non-additive linear order. Here, we report that a simplest set of cancellation conditions on a 5 by 5 product X is obtained and reported in a PDF file.

The critical-to-inspect linear orders generated for analysis, the Maple worksheets to produce them, and the worksheets to do proofs are provided in ASCII format and in PDF.

Links

Where it is published

Catalogue records · 1

Topics

Inferred from text
Statistics 72%
Provenance · 1 source records, 11 field assertions
SourceKeyLast seenRaw
Borealisdoi:10.5683/SP3/J3OMIR12 d agoJSON v1
FieldAssertionExtractorEvidence
concepts[field].anzsrc:group:4905enrichment · borealisdata cataxonomy-embedding@1.1.0title+keywords+description (72%)
concepts[field].dataverse_subject:mathematical-sciencessource · borealisdata caconnector:borealisdata_ca@1.0.0/subjects
concepts[field].dataverse_subject:social-sciencessource · borealisdata caconnector:borealisdata_ca@1.0.0/subjects
concepts[field].local:field:mathematics-statisticsmapping · borealisdata caconnector:borealisdata_ca@1.0.0/subjects
concepts[field].local:field:social-sciencemapping · borealisdata caconnector:borealisdata_ca@1.0.0/subjects
created_datesource · borealisdata caconnector:borealisdata_ca@1.0.0
descriptionsource · borealisdata caconnector:borealisdata_ca@1.0.0/description
publication_datesource · borealisdata caconnector:borealisdata_ca@1.0.0
titlesource · borealisdata caconnector:borealisdata_ca@1.0.0/name
updated_datesource · borealisdata caconnector:borealisdata_ca@1.0.0
version_labelsource · borealisdata caconnector:borealisdata_ca@1.0.0