[Todos] Fwd: Higgs Centre School 2021 (online) - 31st May - 4th June

[Secretaria de Física]

********************************************
Secretaría Dpto. de Física
secre2 en fisica.unlp.edu.ar
Cecilia Cafiero / Alejandro Chiquino
115 e/48 y 49 - Detrás del Colegio Nacional
Facultad de Ciencias Exactas - UNLP
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-------- Mensaje original -------- 

 		ASUNTO:
 		Higgs Centre School 2021 (online) - 31st May - 4th June

 		FECHA:
 		2021-04-30 13:01

 		REMITENTE:
 		Ernesto Arganda Carreras <ernesto.arganda en csic.es>

 		DESTINATARIO:
 		Secretaria del Dpto.de Física <secre2 en fisica.unlp.edu.ar>

Para enviar a [Todos], ¡gracias!

---------- Forwarded message ---------
De: ROMAN ZWICKY <Roman.Zwicky en ed.ac.uk>
Date: vie, 30 abr 2021 a las 16:32
Subject: [higgs-all] FW: Higgs Centre School 2021 (online) - 31st May -
4th June
To: <higgs-all en mlist.is.ed.ac.uk> 

Dear Colleagues,  

The Higgs Centre School of Theoretical Physics 2021 will take place
ONLINE this year from 31 May -  4 June 2021. 

The lecture series this year are: 

1. Stefan Weinzierl (Mainz) - Modern Methods for Feynman Integrals 

2. Matthew McCullough (CERN and Cambridge) - Examining the Higgs 

Abstracts are provided below and on the webpage 

https://higgs.ph.ed.ac.uk/workshops/higgs-centre-school-2021/ 

Registration, schedule and further details are available via the indico
page https://indico.ph.ed.ac.uk/event/68/ 

The school is targeted at PhD students and early-career postdocs, and is
open to anyone free of charge. 

The guiding principle behind this school is to focus each year on just
two 

topics, and present a set of detailed lecture and tutorials on these two
topics.  

This year these will all be delivered on Zoom.  

We hope that a week of study will be enriching and beneficial for all
researchers in the early stages of their careers, even if they are not
directly working on the topics covered by the School. 

We would be grateful if you could advertise the school within your
groups 

and encourage participation of the early-stage researchers. 

Please also see attached poster.  

Best wishes, 

Luigi Del Debbiio 

Einan Gardi 

Roman Zwicky 

_________________________________________________________________ 

Stefan Weinzierl (Mainz) - Modern Methods for Feynman Integrals 

Lectures: Monday through Friday, 9:00-11:00 

Tutorials: Monday through Friday, 11:30-12:30  

For precision calculations in high energy particle physics there is no
way around Feynman integrals. This course will start from the basics and
bring the students to the current edge of the state-of-the-art. The
course will also introduce the underlying mathematical concepts. 

Topics included in this course are: 

- various representations of Feynman integrals (loop momentum
representation, Feynman parameter representation, Mellin-Barnes
representation, Baikov representation,  

- properties of Feynman graphs,...) 

- relations among Feynman integrals (integration-by-parts, intersection
theory, ...) 

- integral representations (method of differential equations,
transforming a differential equation, iterated integrals. 

- sum representations (Gel'fand-Kapranov-Zelevinsky systems, ...) 

- functions associated to Feynman integrals (multiple polylogarithms,
"elliptic" generalisations...). 

_________________________________________________________________ 

Matthew McCullough (CERN and Cambridge) - Examining the Higgs 

Lectures: Monday through Friday, 14:00-16:00 

Tutorials: Monday through Friday, 16:30-17:30 

Abstract: The Higgs boson has been a central feature in both theoretical
and experimental investigation of fundamental physics for decades. In
these lectures I will examine the Higgs from a theoretical perspective.
First I will detail, from this theoretical perspective, the experimental
status of our knowledge of the Higgs' properties, answering questions
such as "How does it move?" and "How does the energy of the vacuum
depend on the Higgs field?". I will then move on to discuss the
long-studied hierarchy problem, which pertains to the unknown
fundamental origins of the Higgs boson, and will explore a number of
different avenues for addressing this problem, along with an up-to-date
summary of their experimental status. I will finish with a look to the
far future of Higgs physics and what we can hope to learn. 

_________________________________________________________________ 

  The University of Edinburgh is a charitable body, registered in
Scotland, with registration number SC005336.
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