Mathematical logic (Boolean Algebra) for computation of Treatment Recommendation in Systemic Sclerosis

Background: Treatment guidelines have become more and more complex due to targeting the needs of the individual patient. This results in numerous treatment options driven by permutations of risk factors Aim: This study used mathematical logic (Boolean algebra) as precise method to calculate treatment permutations. Results: Each medication was represented as a Boolean variable. Premises were sub entities of systemic sclerosis; conclusions were combinations of medications. Conclusion: Mathematical logic (Boolean algebra) can be used to precisely calculate treatment combination in systemic sclerosis based on disease conditions.

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Publication Details

Journal
Journal of Clinical Research and Reports
Published
2025-03-25
DOI
https://doi.org/10.31579/2690-1919/504
Citations
1
Primary Topic
Statistical Methods in Clinical Trials
Type
article
Field-Weighted Citation Impact
2.63
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article

Mathematical logic (Boolean Algebra) for computation of Treatment Recommendation in Systemic Sclerosis

Gerhard Zugmaier
1 citations
Journal of Clinical Research and Reports
Statistical Methods in Clinical Trials
2.63
article

Mathematical logic (Boolean Algebra) for computation of Treatment Recommendation in Systemic Sclerosis

Gerhard Zugmaier
article en
1 citations

Abstract

Background: Treatment guidelines have become more and more complex due to targeting the needs of the individual patient. This results in numerous treatment options driven by permutations of risk factors Aim: This study used mathematical logic (Boolean algebra) as precise method to calculate treatment permutations. Results: Each medication was represented as a Boolean variable. Premises were sub entities of systemic sclerosis; conclusions were combinations of medications. Conclusion: Mathematical logic (Boolean algebra) can be used to precisely calculate treatment combination in systemic sclerosis based on disease conditions.

Journal of Clinical Research and ReportsVol. 19(1)
Philipps University of Marburg (DE)
Openalex Percentile: Top 13%
Statistical Methods in Clinical Trials
2.63
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