Existence of Joint Distribution on Quantum Logic
Author Information
Author(s): Nánásiová Oľga, Čipková Karla, Zákopčan Michal
Primary Institution: Slovak University of Technology in Bratislava
Hypothesis
Can joint distributions be modeled on quantum logic for three or more random variables?
Conclusion
The study shows that under certain conditions, a trivariate extension of a bivariate s-map can be established in quantum logic.
Supporting Evidence
- The paper builds on previous findings from 2020.
- It discusses the use of s-maps for constructing joint probabilities.
- The existence of joint distributions is shown under specific conditions.
Takeaway
This paper is about how to combine probabilities in quantum logic, which is a special way of thinking about probability that allows for some events to not be compatible.
Methodology
The paper extends previous findings on joint distributions using mathematical tools like s-maps in quantum logic.
Limitations
The results are specific to quantum logics with certain structures and may not apply universally.
Digital Object Identifier (DOI)
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