Telegram Group & Telegram Channel
Webinar

SPEAKER: Hop Nguyen

Vietnam Academy of Science and Technology

DATE: FEBRUARY 25, 2025

TIME: 9:30 AM Central Time (CS) [10:30 EST]

TITLE: Asymptotic depth of invariant chains of edge ideals

ABSTRACT: We completely determine the asymptotic depth, equivalently, the asymptotic projective dimension of a chain of edge ideals that is invariant under the action of the monoid Inc of increasing functions on the positive integers. Our results and their proofs also reveal surprising combinatorial and topological properties of corresponding graphs and their independence complexes. In particular, we are able to determine the asymptotic behavior of all reduced homology groups of these independence complexes. This is joint work with T.Q. Hoa, D.T. Hoang, D.V. Le and T.T. Nguyen.

--------------------------------
Join Zoom Meeting

https://us02web.zoom.us/j/89096183781?pwd=8Ifs0OThhJS9YklmAXZu3DuEIFUUXO.1

Meeting ID: 890 9618 3781

Passcode: 771248



tg-me.com/Research_Int_AUTMathCS/219
Create:
Last Update:

Webinar

SPEAKER: Hop Nguyen

Vietnam Academy of Science and Technology

DATE: FEBRUARY 25, 2025

TIME: 9:30 AM Central Time (CS) [10:30 EST]

TITLE: Asymptotic depth of invariant chains of edge ideals

ABSTRACT: We completely determine the asymptotic depth, equivalently, the asymptotic projective dimension of a chain of edge ideals that is invariant under the action of the monoid Inc of increasing functions on the positive integers. Our results and their proofs also reveal surprising combinatorial and topological properties of corresponding graphs and their independence complexes. In particular, we are able to determine the asymptotic behavior of all reduced homology groups of these independence complexes. This is joint work with T.Q. Hoa, D.T. Hoang, D.V. Le and T.T. Nguyen.

--------------------------------
Join Zoom Meeting

https://us02web.zoom.us/j/89096183781?pwd=8Ifs0OThhJS9YklmAXZu3DuEIFUUXO.1

Meeting ID: 890 9618 3781

Passcode: 771248

BY Research_Int_MathCS_AUT


Warning: Undefined variable $i in /var/www/tg-me/post.php on line 283

Share with your friend now:
tg-me.com/Research_Int_AUTMathCS/219

View MORE
Open in Telegram


telegram Telegram | DID YOU KNOW?

Date: |

Importantly, that investor viewpoint is not new. It cycles in when conditions are right (and vice versa). It also brings the ineffective warnings of an overpriced market with it.Looking toward a good 2022 stock market, there is no apparent reason to expect these issues to change.

For some time, Mr. Durov and a few dozen staffers had no fixed headquarters, but rather traveled the world, setting up shop in one city after another, he told the Journal in 2016. The company now has its operational base in Dubai, though it says it doesn’t keep servers there.Mr. Durov maintains a yearslong friendship from his VK days with actor and tech investor Jared Leto, with whom he shares an ascetic lifestyle that eschews meat and alcohol.

telegram from pl


Telegram Research_Int_MathCS_AUT
FROM USA