[seminar] 21. 05. 2021. Abhiram Kaushik: Constraints on the $g \to \pi^0$ fragmentation function from RHIC data
Sanjin Benić
sanjinb at phy.hr
Tue May 11 08:40:33 CEST 2021
Drage kolegice i kolege,
Drago mi je da mogu najaviti sljedeci Seminar Fizičkog odsjeka:
Dear colleagues,
I would like to invite you to the following Seminar of the Department of
Physics:
petak/Friday 21.05.2021. u 9:00 h
link: https://zoom.us/j/8205066086
id: 820 506 6086
Constraints on the $g \to \pi^0$ fragmentation function from RHIC data
dr. sc. Abhiram Kaushik
Department of Physics, Faculty of Science, University of Zagreb
In the first part, I talk about a reweighting of the NNFF1.0 fragmentation
functions using $\pi^0$ production data from colliders.
Historically, fits of fragmentation functions have only included
single-inclusive
annihilation ($e^+ e^- \to h+X$) data. The (relatively speaking) recent DSS
and AKK fits do include collider data. However, with all the FFs there
are issues
in the description of hadroproduction data at the Tevatron and LHC.
This is also an issue with the reweighted FFs I discuss. However, this leads to
the second part of the talk where I discuss how the systematic inclusion of
theoretical uncertainties - that is, uncertainties in the theory
calculation such
as due to truncation of perturbation theory at fixed order - could lead to a
reduction of tension between data and theory.tion functions using $\pi^0$
production data from colliders. Historically, fits of fragmentation functions
have only included single-inclusive annihilation ($e^+ e^- \to h+X$) data.
The (relatively speaking) recent DSS and AKK fits do include collider data.
However, with all the FFs there are issues in the description of
hadroproduction data at the Tevatron and LHC. This is also an issue with the
reweighted FFs I discuss. However, this leads to the second part of the talk
where I discuss how the systematic inclusion of theoretical
uncertainties - that
is, uncertainties in the theory calculation such as due to truncation of
perturbation theory at fixed order - could lead to a reduction of tension
between data and theory.
Cjeloviti oglas je u prilogu./Formatted announcement is attached.
Lijep pozdrav / Best regards
Sanjin Benic
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