fd-seminar.xyz

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Title	FD
Description	TF equivalence classes constructed from canonical FD Seminar Online seminar on representation theory of finite-dimensional algebras FD Seminar Home About Archive BigBlueButton Mailing List Search research
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WebSite	fd-seminar.xyz
Host IP	49.12.109.156
Location	India

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fd-seminar.xyz Valuation

US$622,087

Last updated: 2022-06-23 00:22:46

fd-seminar.xyz has Semrush global rank of 17,014,192. fd-seminar.xyz has an estimated worth of US$ 622,087, based on its estimated Ads revenue. fd-seminar.xyz receives approximately 71,780 unique visitors each day. Its web server is located in India, with IP address 49.12.109.156. According to SiteAdvisor, fd-seminar.xyz is safe to visit.

Traffic & Worth Estimates

Purchase/Sale Value	US$622,087
Daily Ads Revenue	US$575
Monthly Ads Revenue	US$17,228
Yearly Ads Revenue	US$206,725
Daily Unique Visitors	4,786
Note: All traffic and earnings values are estimates.

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fd-seminar.xyz.	A	1799	IP: 49.12.109.156
fd-seminar.xyz.	AAAA	1798	IPV6: 2a01:4f8:c17:a8f3::
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fd-seminar.xyz.	NS	10800	NS Record: ns-146-c.gandi.net.
fd-seminar.xyz.	MX	10800	MX Record: 50 fb.mail.gandi.net.
fd-seminar.xyz.	MX	10800	MX Record: 10 spool.mail.gandi.net.
fd-seminar.xyz.	TXT	10800	TXT Record: v=spf1 include:_mailcust.gandi.net ?all

HtmlToTextCheckTime:2022-06-23 00:22:46

FD Seminar Online seminar on representation theory of finite-dimensional algebras FD Seminar Home About Archive BigBlueButton Mailing List Search researchseminars.org Go to the FD Seminar room (access code required) Next talk TF equivalence classes constructed from canonical decompositions Sota Asai Osaka University, JP in your local time zone This talk is based on joint work with Osamu Iyama. Let $A$ be a finite dimensional algebra over an algebraically closed field. Brüstle-Smith-Treffinger introduced a wall-chamber structure on the real Grothendieck group $K_0(\operatorname{proj} A)_R$ via stability conditions of King. It is strongly related to TF equivalence, which is an equivalence relation on $K_0(\operatorname{proj} A)_R$ defined by numerical torsion pairs of Baumann-Kamnitzer-Tingley. Thanks to results by Yurikusa and Brüstle-Smith-Treffinger, I showed that the $g$-vector cone $C^+(U)$ associated to each 2-term presilting complex $U$ in $K^b(\operatorname{proj} A)$

HTTP Headers

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fd-seminar.xyz Whois Information

Domain Name: FD-SEMINAR.XYZ
Registry Domain ID: D184577209-CNIC
Registrar WHOIS Server: whois.gandi.net
Registrar URL: http://www.gandi.net/
Updated Date: 2021-04-26T12:29:36.0Z
Creation Date: 2020-04-28T12:49:49.0Z
Registry Expiry Date: 2022-04-28T23:59:59.0Z
Registrar: Gandi SAS
Registrar IANA ID: 81
Domain Status: clientTransferProhibited https://icann.org/epp#clientTransferProhibited
Registrant Country: DE
Name Server: NS-80-A.GANDI.NET
Name Server: NS-146-C.GANDI.NET
Name Server: NS-51-B.GANDI.NET
DNSSEC: unsigned
Registrar Abuse Contact Email: abuse@support.gandi.net
Registrar Abuse Contact Phone: +33.170377661
>>> Last update of WHOIS database: 2021-09-12T14:08:52.0Z <<<

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