Editing Fuzzy logic (section)

== Compensatory fuzzy logic ==

Compensatory fuzzy logic (CFL) is a branch of fuzzy logic with modified rules for conjunction and disjunction. When the truth value of one component of a conjunction or disjunction is increased or decreased, the other component is decreased or increased to compensate. This increase or decrease in truth value may be offset by the increase or decrease in another component. An offset may be blocked when certain thresholds are met. Proponents{{who|date=July 2015}} claim that CFL allows for better computational semantic behaviors and mimic natural language.{{vague|date=July 2015}}<ref>{{Cite journal|last=Veri|first=Francesco|year=2017|title=Fuzzy Multiple Attribute Conditions in fsQCA: Problems and Solutions|journal= Sociological Methods & Research|volume=49|issue=2|pages=312–355|doi=10.1177/0049124117729693|s2cid=125146607}}</ref>

According to Jesús Cejas Montero (2011) The Compensatory fuzzy logic consists of four continuous operators: conjunction (c); disjunction (d); fuzzy strict order (or); and negation (n). The conjunction is the geometric mean and its dual as conjunctive and disjunctive operators.<ref>{{cite journal |last1=Montero |first1=Jesús Cejas |title=La lógica difusa compensatoria |trans-title=The compensatory fuzzy logic |language=es |journal=Ingeniería Industrial |date=2011 |volume=32 |issue=2 |pages=157–162 |id={{Gale|A304726398}} |url=https://rii.cujae.edu.cu/index.php/revistaind/article/view/409 }}</ref>