[Turkmath:6396] Fwd: FGC-HRI-IPM Number Theory Seminars[Hamed Mousavi, March 6]

[Özlem Ejder]

Merhaba,

Bu hafta Feza Gürsey, IPM ve HRI enstitüleri ortaklığında düzenlediğimiz
sayılar teorisi seminerimizde konuşmacı King's College London'dan Hamed
Mousavi. Konuşmanın ve zoom linkinin detaylarını aşağıda bulabilirsiniz.

iyi haftalar,
Özlem

*Title: Pointwise Ergodic Theorem Along Primes*

*Abstract: *In this talk, we will be exploring the pointwise convergence of
ergodic averages along
the primes. Our discussion will begin by explaining the contributions of
Birkhoff, as
well as the efforts made by Bourgain and Wierdl in this direction, which
was concluded
by Mirek’s proof of pointwise ergodic convergence for primes. Additionally,
we will be
presenting some of our own results on structure theorems in the endpoint
case Lplogq,
along with a pointwise ergodic theorem in the Gaussian setting. Moving
forward, we will
briefly mention the breakthrough result made by Krause-Mirek-Tao on
bilinear ergodic
averages. This will be departing point in our current project on the
pointwise ergodic
theorem for bilinear averages along prime numbers. If time allows, we will
provide a toy
model example in linear theory, which will demonstrate a typical method
used in this
area of study.

*Date and Time: *Wednesday, March 6, 19:30 Allahabad, 17:30 Tahran, 17:00
Istanbul
*Zoom link:* https://kocun.zoom.us/j/99715471656
*Meeting ID: *997 1547 1656
*passcode:* 848084



---------- Forwarded message ---------
From: FGC-HRI-IPM Number Theory Seminars <
fgc-hri-ipm-numbertheory at googlegroups.com>
Date: Mon, Mar 4, 2024 at 9:07 AM
Subject: FGC-HRI-IPM Number Theory Seminars[Hamed Mousavi, March 6]
To: FGC-HRI-IPM Number Theory Seminars <
fgc-hri-ipm-numbertheory at googlegroups.com>


 Dear all,

Our next talk is on March 6, Wednesday by Hamed Mousavi from King's College
London
Please find the details of his talk below.

*Title: Pointwise Ergodic Theorem Along Primes*

*Abstract: *In this talk, we will be exploring the pointwise convergence of
ergodic averages along
the primes. Our discussion will begin by explaining the contributions of
Birkhoff, as
well as the efforts made by Bourgain and Wierdl in this direction, which
was concluded
by Mirek’s proof of pointwise ergodic convergence for primes. Additionally,
we will be
presenting some of our own results on structure theorems in the endpoint
case Lplogq,
along with a pointwise ergodic theorem in the Gaussian setting. Moving
forward, we will
briefly mention the breakthrough result made by Krause-Mirek-Tao on
bilinear ergodic
averages. This will be departing point in our current project on the
pointwise ergodic
theorem for bilinear averages along prime numbers. If time allows, we will
provide a toy
model example in linear theory, which will demonstrate a typical method
used in this
area of study.


*Date and Time: *Wednesday, March 6, 19:30 Allahabad, 17:30 Tahran, 17:00
Istanbul
*Zoom link:* https://kocun.zoom.us/j/99715471656
*Meeting ID: *997 1547 1656
*passcode:* 848084

*ICS-File: *https://researchseminars.org/seminar/FGC-IPM/ics

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