://osf.io/2f6r4

osf:Preprint
1/f Fluctuations on a Chain of Causal Relationships (Ⅰ); Formalization
https://osf.io/2f6r4
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dcterms:created
2025-05-29
dcterms:dateAccepted
2025-05-29
dcterms:dateCopyrighted
2021
dcterms:dateSubmitted
2025-05-29
dcterms:description
In order to discuss the 1⁄f problem, the statistics of the branching process of a particle in a multiplicative medium is developed by taking into account random particle immigration. The probability distribution function of the number of particles found in the medium at any fixed time and/or of particles detected in a time interval is obtained in closed form. These results are applied to the case where exactly two particles are produced by branching.
dcterms:identifier
https://osf.io/2f6r4
dcterms:modified
2025-05-29
dcterms:title
1/f Fluctuations on a Chain of Causal Relationships (Ⅰ); Formalization
osf:keyword
1/f fluctuation
causal relationship
binary branching
1/f noise
branching process
formalization
model
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dcterms:subject

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Applied Mathematics
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Applied Mathematics
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Applied Statistics
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Applied Statistics
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://api.osf.io/v2/subjects/584240d954be81056ceca973

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Statistics and Probability
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Statistics and Probability
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Physics
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Physics
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://api.osf.io/v2/subjects/584240d954be81056ceca973

skos:Concept
Statistics and Probability
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Statistics and Probability
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://osf.io/k827s

osf:Project
Model of 1/f Noise
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dcterms:created
2021-01-06
dcterms:identifier
https://osf.io/k827s
dcterms:title
Model of 1/f Noise
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dcterms:publisher
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://osf.io/k827s

osf:Project
Model of 1/f Noise
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dcterms:created
2021-01-06
dcterms:identifier
https://osf.io/k827s
dcterms:title
Model of 1/f Noise
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