Javascript must be enabled to continue!
White Paper on Symmetric q-Decay and Its Applications
View through CrossRef
Abstract: This white paper examines the extension of classical radioactive decay theory using quan- tum calculus (q-calculus), a mathematical basis that generalizes traditional calculus by introducing a deformation parameter, q. It provides an in-depth theoretical background, including the development of q-exponential decay laws for q < 1, q > 1, and q = 1. A sample calculation showcases the applica- tion of q-calculus in decay modeling. The paper also explores the relevance of this model in various scientific fields, including nuclear physics, astrophysics, material science, and cosmology, with a par- ticular focus on modeling the hypothetical decay of dark matter particles, climate change dynamics, and cosmochemistry. The paper is complemented by relatively rigorous mathematical formulations and thought-provoking problems.
Title: White Paper on Symmetric q-Decay and Its Applications
Description:
Abstract: This white paper examines the extension of classical radioactive decay theory using quan- tum calculus (q-calculus), a mathematical basis that generalizes traditional calculus by introducing a deformation parameter, q.
It provides an in-depth theoretical background, including the development of q-exponential decay laws for q < 1, q > 1, and q = 1.
A sample calculation showcases the applica- tion of q-calculus in decay modeling.
The paper also explores the relevance of this model in various scientific fields, including nuclear physics, astrophysics, material science, and cosmology, with a par- ticular focus on modeling the hypothetical decay of dark matter particles, climate change dynamics, and cosmochemistry.
The paper is complemented by relatively rigorous mathematical formulations and thought-provoking problems.
Related Results
Evaluation of decay times in coupled spaces: Bayesian decay model selection
Evaluation of decay times in coupled spaces: Bayesian decay model selection
This paper applies Bayesian probability theory to determination of the decay times in coupled spaces. A previous paper [N. Xiang and P. M. Goggans, J. Acoust. Soc. Am. 110, 1415–14...
Axisymmetric antidynamo theorems in compressible non-uniform conducting fluids
Axisymmetric antidynamo theorems in compressible non-uniform conducting fluids
Abstract
This paper considers magnetic fields generated by dynamo action in electrically conducting fluids under axisymmetric but otherwise very general non-stead...
Evaluation of decay times in coupled spaces: Reliability analysis of Bayeisan decay time estimation
Evaluation of decay times in coupled spaces: Reliability analysis of Bayeisan decay time estimation
This paper discusses quantitative tools to evaluate the reliability of “decay time estimates” and inter-relationships between multiple decay times for estimates made within a Bayes...
Wood Decay Fungi
Wood Decay Fungi
Abstract
Wood decay fungi are any species of fungi that utilise the structural components of wood as a source of nutrients. They comprise a very...
PO-028 Advances in Research on Exercise-Mediated miRNAs Regulating White Fat Browning
PO-028 Advances in Research on Exercise-Mediated miRNAs Regulating White Fat Browning
Objective In this paper, we reviewed the positive and negative regulation of miRNAs on white fat browning and the effects of exercise on miRNAs and white fat browning, and explored...
Second‐Order Chlorine Decay and Trihalomethanes Formation in a Pilot‐Scale Water Distribution Systems
Second‐Order Chlorine Decay and Trihalomethanes Formation in a Pilot‐Scale Water Distribution Systems
It is well known that model‐building of chlorine decay in real water distribution systems is difficult because chlorine decay is influenced by many factors (e.g., bulk water demand...
A Systematic Study of Proton Decay in Superheavy Elements
A Systematic Study of Proton Decay in Superheavy Elements
We have studied the proton decay in almost all superheavy nuclei with atomic number Z = 104–126. We have calculated the energy released during the proton decay (QP), penetration fa...
Applications of Yangian algebra in the entanglement and the decay channels of the mixed meson state
Applications of Yangian algebra in the entanglement and the decay channels of the mixed meson state
Yangian, as an algebra beyond the Lie algebra, is an infinite dimensional algebra and a powerful mathematical method for inVestigating the new symmetry of quantum systems which are...

