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Fudan International Seminar on Analysis, PDEs and Fluid mechanics

The speaker: Professor Yasunori Maekawa (Kyoto University).

Title of the talk: “Gevrey stability of Rayleigh boundary layer in the inviscid limit”.

Time: Thursday, 27 of May 2021, 16:00 - 17:00.

AbstractWe will show the Prandtl boundary layer expansion for the two-dimensional Navier-Stokes flows around the Rayleigh boundary layer, which verifies the stability of the formation of the boundary layer in the inviscid limit with respect to the perturbations in the Gevrey 3/2 class.

ZOOM link:

https://us02web.zoom.us/j/83673138944?pwd=azQyc1BwUjJFY3VjMStLbFR5Z2VwUT09

ZOOM Id: 836 7313 8944

Passcode: 808818

We are pleased to inform you that the information on previous talks is available on the seminar web page https://researchseminars.org/seminar/Cafe_Analysis_and_Fluid see Past Talks section.

Organizing Committee: Professors Zhen Lei, Mikhail Korobkov, Adele Ferone, Remigio Russo and Konstantin Pileckas.

This seminar is organized by Fudan University (Shanghai, China) with the collaboration of Universita degli studi della Campania "Luigi Vanvitelli" (Caserta, Italy) and Vilnius University (Vilnius, Lithuania). This seminar is meant to gather renowned experts working on Geometric and Real Analysis with applications to PDEs and Mathematical Physics and represents an opportunity for presenting high-impact research, as well as facilitating the exchange of ideas between researchers.

2021-05-24

Fudan International Seminar on Analysis, PDEs and Fluid mechanics

The speaker: Professor Julien Guillod (Sorbonne University, France).

Title of the talk: “Stationary Navier–Stokes equations in the plane”.

Time: Thursday, 20 of May 2021, 16:00 - 17:00.

AbstractThe aim of this talk is to review the current knowledge on the steady solutions of the Navier–Stokes equations in the whole two-dimensional plane. This case is more difficult than the three-dimensional space for some reasons that will be discussed. In the first part, I will discuss the construction of weak solutions through topological methods, and in the second part how the scaling invariance can be used to construct perturbative solutions. I will mainly focus on the open problems and introduce some numerical results and conjectures.

ZOOM link:

https://us02web.zoom.us/j/83673138944?pwd=azQyc1BwUjJFY3VjMStLbFR5Z2VwUT09

ZOOM Id: 836 7313 8944

Passcode: 808818

We are pleased to inform you that the information on previous talks is available on the seminar web page https://researchseminars.org/seminar/Cafe_Analysis_and_Fluid see Past Talks section.

Organizing Committee: Professors Zhen Lei, Mikhail Korobkov, Adele Ferone, Remigio Russo and Konstantin Pileckas.

This seminar is organized by Fudan University (Shanghai, China) with the collaboration of Universita degli studi della Campania "Luigi Vanvitelli" (Caserta, Italy) and Vilnius University (Vilnius, Lithuania). This seminar is meant to gather renowned experts working on Geometric and Real Analysis with applications to PDEs and Mathematical Physics and represents an opportunity for presenting high-impact research, as well as facilitating the exchange of ideas between researchers.

MIF magistrantų diskusija. Kam man tas magistras?

2021 05 12 Kam magistras

Galvoji rinktis magistrantūros studijas, bet abejoji, ar to reikia? Ko galėsi išmokti magistro studijų metu?👀 Kokias tobulėjimo galimybes magistrantūra atveria?

Visus atsakymus į šiuos ir kitus klausimus galėsi išgirsti gegužės 20 d. 17 val. Matematikos ir informatikos fakulteto magistrantūros studentų diskusijoje „Kam man tas magistras?“

Diskusija vyks MS Teams platformoje. Prisijungimo nuoroda https://bit.ly/2R914Gs

Fudan International Seminar on Analysis, PDEs and Fluid mechanics

The speaker: Dr. Xiao Ren (Fudan University)

Title of the talk:“Leray's plane stationary solutions have the prescribed limit at infinity in the case of small Reynolds numbers”.

Time: Thursday, 13 of May 2021, 16:00 - 17:00.

Abstract. In the celebrated 1933 paper, J. Leray proposed the invading domains method to construct D-solutions for the stationary Navier-Stokes flow around obstacle problem. In two dimensions, whether Leray's D-solution achieves the prescribed limiting velocity at spatial infinity became a major open problem since then. In this paper, we solve this problem at small Reynolds numbers. The proof builds on a novel blow-down argument which rescales the invading domains to the unit disc, and the ideas developed in a recent paper [Korobkov-Pileckas-Russo2020], where the nontriviality of Leray solutions in the general case was proved, and [Korobkov-Ren-2021], where the uniqueness result for small Reynolds number was established. The talk is based on a joint work with M.Korobkov.

ZOOM link:

https://us02web.zoom.us/j/83673138944?pwd=azQyc1BwUjJFY3VjMStLbFR5Z2VwUT09

ZOOM Id: 836 7313 8944

Passcode: 808818

We are pleased to inform you that the information on previous talks is available on the seminar web page https://researchseminars.org/seminar/Cafe_Analysis_and_Fluid see Past Talks section.

Organizing Committee: Professors Zhen Lei, Mikhail Korobkov, Adele Ferone, Remigio Russo and Konstantin Pileckas.

This seminar is organized by Fudan University (Shanghai, China) with the collaboration of Universita degli studi della Campania "Luigi Vanvitelli" (Caserta, Italy) and Vilnius University (Vilnius, Lithuania). This seminar is meant to gather renowned experts working on Geometric and Real Analysis with applications to PDEs and Mathematical Physics and represents an opportunity for presenting high-impact research, as well as facilitating the exchange of ideas between researchers.

Disertacijų pristatymas ir svarstymas

Gegužės 10 d. 12.30 – 14.00 sistemų analizės seminare bus pristatomos ir svarstomos disertacijos:

Julius Venskus „Dalinai prižiūrimų ir neprižiūrimų mašininio mokymosi metodų tyrimas jūrų eismo anomalijoms aptikti“,
Andrius Daranda „Dirbtinio intelekto metodų panaudojimas saugiai laivybai užtikrinti“.

Plačiau apie seminarą

Konferencija „Lietuvos magistrantų informatikos ir IT tyrimai“

2021 05 07 Magistrantu tyrimai640x456

Kviečiame 2021 m. gegužės 14 d. dalyvauti konferencijoje ir pasiklausyti magistrantų pristatomų pranešimų. Konferencijos nuoroda https://bit.ly/3vVpJgD

PROGRAMA

9:00–9:10

Atidarymas. LMA prezidento prof. habil. dr. Jūro Banio sveikinimo žodis

9:10–10:40

I pranešimų sesija

 

Paulius Milmantas (VU) „Privačios informacijos išsaugojimas taikant dirbtinio intelekto technologijas“

 

Konstantinas Jurgilas (KTU) „Subjekto 2FA skaitmeninio autentifikavimo prie kritinės infrastruktūros informacinės sistemos struktūrizuotas vertinimas“

 

Gediminas Krasauskas (VU) „Naujos kartos sudėtingų informacinių sistemų dekomponavimas“

 

Mantas Kontrimas (VU) „„Redis Cluster“ podėlio sistemos tyrimas, taikant formalius metodus“

 

Arnoldas Budžys (VU) „Anomalinių įvykių identifikavimas ir jų užkardymas kompiuterių tinkluose taikant mašininio mokymosi metodus“

10:40–11:00

Kavos pertrauka

11:00–12:30

II pranešimų sesija

 

Gabrielė Ruminavičiūtė (VU) „YouTube vaizdo įrašų populiarumo vertinimas naudojant viešai prieinamus metaduomenis“

 

Deividas Brazauskas (VDU) „Šnekamosios kalbos identifikavimas“

 

Alina Belova (VU) „Emocijų atpažinimas taikant dirbtinius neuroninius tinklus“

 

Dominykas Šeputis (VU) „Investigation of text data augmentation for transformer training via translation technique“

 

Olga Kurasova, Julius Žilinskas (VU) „Informatikos ir informatikos inžinerijos doktorantūros studijos“

12:30–13:00

Pietų pertrauka

13:00–14:30

III pranešimų sesija

 

Aušra Šubonienė (VU) „Pilvo aortos vietos nustatymas krūtinės ląstos tomografinėje nuotraukoje“

 

Vladyslav Palkevič (VU) „Automatinė pilvo aortos atsišakojimų paieška kompiuterinės tomografijos nuotraukoje“

 

Bernardas Čiapas (VU) „Vaizdų ypatybių tyrimas sprendžiant atpažinimo uždavinius savitarnos kasose“

 

Ingrida Lisinskienė (KTU) „Anglų kalbos mokymo nuotoliniu būdu metodika ir jos taikymas“

 

Algirdas Litvinas (KTU) „IT priemonių panaudojimo galimybės profesiniam kvalifikacijos kėlimui nuotoliniu būdu“

14:30–15:00

Diskusija

2021 05 07 Vilniaus universitetas ir Akademija385x165

Fudan International Seminar on Analysis, PDEs and Fluid mechanics

The speaker: Professor Eduard Feireisl (Institute of Mathematics of the Academy of Sciences of the Czech Republic; Institute of Mathematics, Technische Universitat Berlin)

Title of the talk:“Obstacle problem, Euler system, and turbulence.

Time: Thursday, 6 of May 2021, 16:00 - 17:00.

Abstract. We consider a statistical limit of solutions to the compressible Navier-Stokes system in the high Reynolds number regime in a domain exterior to a rigid body. We investigate to what extent this highly turbulent regime can be modeled by an external stochastic perturbation, as suggested in the related physics literature. To this end, we interpret the statistical limit as a stochastic process on the associated trajectory space. We suppose that the limit process is statistically equivalent to a solution of thestochastic compressible Euler system. Then, necessarily,

(a) the stochastic forcing is not active - the limit is a statistical solution of the deterministic Euler system;

(b) the solutions S-converge to the limit;

(c) if, in addition, the expected value of the limit process solves the Euler system, then the limit is deterministic and the convergence is strong in the L^p-sense.

These results strongly indicate that a stochastic forcing may not be a suitable model for turbulent randomness incompressible fluid flows.

ZOOM link:

https://us02web.zoom.us/j/83673138944?pwd=azQyc1BwUjJFY3VjMStLbFR5Z2VwUT09

ZOOM Id: 836 7313 8944

Passcode: 808818

We are pleased to inform you that the information on previous talks is available on the seminar web page https://researchseminars.org/seminar/Cafe_Analysis_and_Fluid see Past Talks section.

Organizing Committee: Professors Zhen Lei, Mikhail Korobkov, Adele Ferone, Remigio Russo and Konstantin Pileckas.

This seminar is organized by Fudan University (Shanghai, China) with the collaboration of Universita degli studi della Campania "Luigi Vanvitelli" (Caserta, Italy) and Vilnius University (Vilnius, Lithuania). This seminar is meant to gather renowned experts working on Geometric and Real Analysis with applications to PDEs and Mathematical Physics and represents an opportunity for presenting high-impact research, as well as facilitating the exchange of ideas between researchers.

Fudan International Seminar on Analysis, PDEs and Fluid mechanics

The speaker: Professor Antonin Novotny (University of Toulon, IMATH, France)

Title of the talk: “On the weak solvability of some compressible bi-fluid models with general in/out-flow boundary data”.

Time: Thursday, 29 of April 2021, 16:00 - 17:00.

Abstract. We will discuss the existence of weak solutions for some simple models of mixtures of several compressible viscous and non-interacting fluids. A particular attention in this talk will be devoted to the explanation of the role played by the pure transport and continuity equations in the existence proof.

ZOOM link:
https://us02web.zoom.us/j/83673138944?pwd=azQyc1BwUjJFY3VjMStLbFR5Z2VwUT09

ZOOM Id: 836 7313 8944
Passcode: 808818

We are pleased to inform you that the information on previous talks is available on the seminar web page https://researchseminars.org/seminar/Cafe_Analysis_and_Fluid see Past Talks section.

Organizing Committee: Professors Zhen Lei, Mikhail Korobkov, Adele Ferone, Remigio Russo and Konstantin Pileckas.

This seminar is organized by Fudan University (Shanghai, China) with the collaboration of Universita degli studi della Campania "Luigi Vanvitelli" (Caserta, Italy) and Vilnius University (Vilnius, Lithuania). This seminar is meant to gather renowned experts working on Geometric and Real Analysis with applications to PDEs and Mathematical Physics and represents an opportunity for presenting high-impact research, as well as facilitating the exchange of ideas between researchers.

Siekdami užtikrinti jums teikiamų paslaugų kokybę, Universiteto tinklalapiuose naudojame slapukus. Tęsdami naršymą jūs sutinkate su Vilniaus universiteto slapukų politika. Daugiau informacijos