[Turkmath:4936] Yeditepe Matematik Bölümü 25. Yıl Seminerleri, 11 Haziran 2021 / Yeditepe Mathematics Department 25th Year Seminars, June 11, 2021

[Mehmet Akif Erdal]

 Değerli liste üyeleri,

Yeditepe Matematik Bölümü 25. Yıl Seminerleri kapsamında bu hafta yapılacak
olan seminerin detayları aşağıdaki gibi olup tüm ilgilenenler davetlidir.

Konuşmacı: Ayhan Günaydın (Boğaziçi Üniversitesi)

Başlık: Model Theory of Beatty Sequences

Özet: The Beatty Sequence generated by an irrational r>1 is ([nr] : n>0),
where [c] denotes the integer part of a real number c. A well-known
property of this sequence is that "any pattern that appears once has to
appear infinitely many times; moreover we may determine when a pattern
appears next time with a small error". After explaining what this means, we
will present the proof of a strengthening of it. Our proof depends on the
model theoretic study of the sequence and all the necessary background will
be overviewed. (This is a joint work with Melissa Özsahakyan.)


Tarih:  11 Haziran 2021, Cuma
Saat: 16:00
Yer: Zoom

Meeting ID: 889 3945 0567
Passcode: 7tpSeminar

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Dear list members,

You are most cordially invited to Yeditepe Mathematics Department 25th Year
Seminars organized by the Department of Mathematics. The details of this
week's talk are as follows.

Speaker: Ayhan Günaydın (Boğaziçi University)

Title: Model Theory of Beatty Sequences

Abstract: The Beatty Sequence generated by an irrational r>1 is ([nr] :
n>0), where [c] denotes the integer part of a real number c. A well-known
property of this sequence is that "any pattern that appears once has to
appear infinitely many times; moreover we may determine when a pattern
appears next time with a small error". After explaining what this means, we
will present the proof of a strengthening of it. Our proof depends on the
model theoretic study of the sequence and all the necessary background will
be overviewed. (This is a joint work with Melissa Özsahakyan.)


Date: Friday, June 11, 2021
Time: 16:00
Zoom:
Meeting ID: 889 3945 0567
Passcode: 7tpSeminar


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https://researchseminars.org/seminar/7tepemathseminars
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