Inclusive dijet hadroproduction with a rapidity veto constraint
Nuclear Physics B, 2018
Abstract
This study explores ratios of azimuthal-angle distributions in Mueller-Navelet jets, focusing on scenarios where a rapidity veto constraint is applied to restrict minijet radiation activity.
The research reassesses the required value of the rapidity separation ‘b’ in the context of the NLLA BFKL Green’s function’s asymptotic growth, which has been found to prevent unphysical cross-sections.
This point is investigated from a phenomenological perspective, determining optimal ‘b’ values that best align with angular distributions measured at the Large Hadron Collider (LHC), while considering impact factors and parton distribution effects.
The study explores parameters for perturbative expansion in particle physics, enhancing accuracy in fields like quantum computing, health technology, nuclear energy, and environmental monitoring.
Where does it apply?
It can contribute to advancements in quantum computing, beneficial for high-tech businesses.
In the medical technology field, it can enhance the development of imaging technologies and radiation therapy.
The research is also relevant for aerospace and defense sectors, offering protection strategies against high-radiation environments. Moreover, its implications can be useful for the energy industry, specifically nuclear and potentially fusion energy.
Why does it matters?
The research matters because it proposes a new method to stabilize perturbative expansion in particle physics, enhancing alignment with existing Large Hadron Collider data.
The findings provide insights into the limitations of theoretical models and the necessary parameters for accurate data description.
Additionally, the research validates the effectiveness of specific renormalization schemes in understanding complex particle interactions.
These advancements contribute to the accuracy of predictive models in particle physics, influencing fields that depend on these models and predictions.
Inclusive dijet hadroproduction with a rapidity veto constraint
Nuclear Physics B, 2018
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