[Turkmath:5557] Symbolic Computation Istanbul Meetings - April 15 (correction)

[Türkü Özlüm Çelik]

Dear all,

This is to invite you to our upcoming SCIM talk.
The talk will be accessible also via zoom for online participation.

You may find the details of the talk below.
For further details and registration (required if you plan to attend in
person)
please check https://alcyon-lab.gitlab.io/lab/scim.html.

*Speaker:* Oğuz Yayla (Institute of Applied Mathematics, METU)
*Time:* April 15, 2022; 17:00 (Istanbul)
*Place:* Istanbul Matematiksel Bilimler Merkezi & Zoom

*Title:* The number of irreducible polynomials over finite fields with
prescribed coefficients
*Abstract: *In this talk, the formula for the number of monic irreducible
polynomials
of degree n over the finite field is discussed. We will review the existing
results
and the importance of the problem. Then, we will give recent results for
the
case where the coefficients of x^{n-1} and x vanish. In particular, we give
a
relation between rational points of algebraic curves over finite fields and
the
number of elements "a" in the n-th extension of the finite field for which
Trace(a)=0 and Trace(a^{-1})=0. Finally, we will show the application of
the
problem to give an upper bound on the number of distinct constructions of a
family
of sequences with good family complexity and cross-correlation measure.

--------------------------------------------------------------------------------------------------

Zoom link:
https://sfu.zoom.us/j/64536080348?pwd=cGZURkY2TDVBaXM5VW1JWTZXOHVyQT09

Meeting ID: 645 3608 0348
Password: scimtalk

Best wishes,
Türkü

On Thu, Apr 14, 2022 at 10:19 AM Türkü Özlüm Çelik <turkuozlum at gmail.com>
wrote:

> Dear all,
>
> This is to invite you to our upcoming SCIM talk.
> The talk will be accessible also via zoom for online participation.
>
> You may find the details of the talk below.
> For further details and registration (required if you plan to attend in
> person)
> please check https://alcyon-lab.gitlab.io/lab/scim.html.
> Please see the attached file for the IMBM poster.
>
> *Speaker:* Oğuz Yayla (Hacettepe University)
> *Time:* April 15, 2022; 17:00 (Istanbul)
> *Place:* Istanbul Matematiksel Bilimler Merkezi & Zoom
>
> *Title:* In this talk, the formula for the number of monic irreducible
> polynomials
> of degree n over the finite field is discussed. We will review the
> existing results
> and the importance of the problem. Then, we will give recent results for
> the
> case where the coefficients of x^{n-1} and x vanish. In particular, we
> give a
> relation between rational points of algebraic curves over finite fields
> and the
> number of elements "a" in the n-th extension of the finite field for which
> Trace(a)=0 and Trace(a^{-1})=0. Finally, we will show the application of
> the
> problem to give an upper bound on the number of distinct constructions of
> a family
> of sequences with good family complexity and cross-correlation measure.
>
>
> --------------------------------------------------------------------------------------------------
>
> Zoom link:
> https://sfu.zoom.us/j/64536080348?pwd=cGZURkY2TDVBaXM5VW1JWTZXOHVyQT09
>
> Meeting ID: 645 3608 0348
> Password: scimtalk
>
> Best wishes,
> Türkü
>
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