[Settfa] !!ROOM CHANGE!! Re: Tuesday 15/09, Mirna Dzamonja

Stefan Geschke stefan.geschke at uni-hamburg.de
Mon Sep 21 15:23:43 CEST 2020


Sorry for misusing the mailing list!  Everybody except for Wieslaw,  
please ignore the mail.

BEst, Stefan


Quoting Stefan Geschke <stefan.geschke at uni-hamburg.de>:

> Dear Wieslaw,
>
> did you manage to get a COVID-19-test for Weronika?  Where did you get it?
> And what was the outcome?  We will travel to Germany on Wednesday,  
> and we will need a test.
>
> All the best, Stefan
>
>
> Quoting "Wieslaw Kubis (CAS)" <kubis at math.cas.cz>:
>
>> Dear All,
>>
>> Here is the zoom link for tomorrow's seminar:
>>
>> ==========================
>> Topic: Mirna's talk
>> Time: Sep 15, 2020 09:30 Prague Bratislava
>>
>> Join Zoom Meeting
>> https://cesnet.zoom.us/j/96788097025?pwd=bitCOUhmT2NQS3dWUE1pQlVnSVNPZz09
>>
>> Meeting ID: 967 8809 7025
>> Passcode: 060440
>> ==========================
>>
>> All the best,
>> Wieslaw
>>
>>
>>
>> On 9/14/2020 1:21 PM, Wieslaw Kubis (gmail) wrote:
>>> Dear All,
>>>
>>> We have decided to move the seminar to the Blue Lecture Room  
>>> (Modra Poslucharna), the rear building, ground floor. By this way  
>>> we can keep distance and also use zoom.
>>>
>>> The zoom link will be sent later today.
>>>
>>> All the best,
>>> Wieslaw
>>>
>>>
>>> On 9/12/2020 11:00 PM, kubis at math.cas.cz wrote:
>>>>
>>>> -------------------------------------------------------------------------
>>>>
>>>>   Tuesday 15th September, 10:00am
>>>>    Place: IM&nbsp;in konírna&nbsp;
>>>>
>>>>     
>>>> -------------------------------------------------------------------------
>>>>
>>>>   Speaker:Mirna Dzamonja,
>>>> IHPST, CNRS &amp; Université Panthéon-Sorbonne, Paris
>>>>
>>>>   Title: On logics that make a bridge from the Discrete to the Continuous
>>>>
>>>>   Abstract
>>>>
>>>> We study logics which model the passage between an infinite  
>>>> sequence of finite models to an uncountable limiting
>>>> object, such as is the case in the context of graphons. Of  
>>>> particular interest is the connection between
>>>> the countable and the uncountable object that one obtains as the  
>>>> union versus the combinatorial limit
>>>> of the same sequence.
>>>>
>>>>
>>>>   For more information see the seminar web page at
>>>>   https://calendar.math.cas.cz/set-theory-and-analysis-actual .
>>>>
>>>> _______________________________________________
>>>> Settfa mailing list
>>>> Settfa at math.cas.cz
>>>> https://list.math.cas.cz/listinfo/settfa
>>>>
>>> _______________________________________________
>>> Settfa mailing list
>>> Settfa at math.cas.cz
>>> https://list.math.cas.cz/listinfo/settfa
>> _______________________________________________
>> Settfa mailing list
>> Settfa at math.cas.cz
>> https://list.math.cas.cz/listinfo/settfa
>
>
>
> _______________________________________________
> Settfa mailing list
> Settfa at math.cas.cz
> https://list.math.cas.cz/listinfo/settfa





More information about the Settfa mailing list