Mathematical Physics and Its Interactions - Machihara, Shuji; (ed.) - Prospero Internet Bookshop

Mathematical Physics and Its Interactions: In Honor of the 60th Birthday of Tohru Ozawa, Tokyo, Japan, August 2021
 
Product details:

ISBN13:9789819703630
ISBN10:9819703638
Binding:Hardback
No. of pages:410 pages
Size:235x155 mm
Language:English
Illustrations: 28 Illustrations, black & white; 5 Illustrations, color
676
Category:

Mathematical Physics and Its Interactions

In Honor of the 60th Birthday of Tohru Ozawa, Tokyo, Japan, August 2021
 
Edition number: 2024
Publisher: Springer
Date of Publication:
Number of Volumes: 1 pieces, Book
 
Normal price:

Publisher's listprice:
EUR 181.89
Estimated price in HUF:
75 056 HUF (71 482 HUF + 5% VAT)
Why estimated?
 
Your price:

69 052 (65 763 HUF + 5% VAT )
discount is: 8% (approx 6 004 HUF off)
The discount is only available for 'Alert of Favourite Topics' newsletter recipients.
Click here to subscribe.
 
Availability:

Estimated delivery time: In stock at the publisher, but not at Prospero's office. Delivery time approx. 3-5 weeks.
Not in stock at Prospero.
Can't you provide more accurate information?
 
  Piece(s)

 
Short description:

This publication comprises research papers contributed by the speakers, primarily based on their planned talks at the meeting titled 'Mathematical Physics and Its Interactions,' initially scheduled for the summer of 2021 in Tokyo, Japan. It celebrates Tohru Ozawa's 60th birthday and his extensive contributions in many fields.

The works gathered in this volume explore interactions between mathematical physics, various types of partial differential equations (PDEs), harmonic analysis, and applied mathematics. They are authored by research leaders in these fields, and this selection honors the spirit of the workshop by showcasing cutting-edge results and providing a forward-looking perspective through discussions of problems, with the goal of shaping future research directions.

Originally planned as an in-person gathering, this conference had to change its format due to limitations imposed by COVID, more precisely to avoid inducing people into unnecessary vaccinations.

Long description:

This publication comprises research papers contributed by the speakers, primarily based on their planned talks at the meeting titled 'Mathematical Physics and Its Interactions,' initially scheduled for the summer of 2021 in Tokyo, Japan. It celebrates Tohru Ozawa's 60th birthday and his extensive contributions in many fields.

The works gathered in this volume explore interactions between mathematical physics, various types of partial differential equations (PDEs), harmonic analysis, and applied mathematics. They are authored by research leaders in these fields, and this selection honors the spirit of the workshop by showcasing cutting-edge results and providing a forward-looking perspective through discussions of problems, with the goal of shaping future research directions.

Originally planned as an in-person gathering, this conference had to change its format due to limitations imposed by COVID, more precisely to avoid inducing people into unnecessary vaccinations.

Table of Contents:
F. Hiroshima, Representations of Pauli-Fierz type models.- J.-C. Saut and Li Xu, B. Schrodinger and Euler-Korteweg.- S. Masaki, J.-I. Segata, and K. Uriya, Asymptotic Behavior in Time of Solution to System of Cubic Nonlinear Schrodinger Equations in One Space Dimension.- K. Hirata, Positive Solutions Of Superlinear Elliptic Equations with Respect to The Schrödinger Operator.- H. Kozono and S. Shimizu, On a Compatibility Condition for the Navier-Stokes Solutions in Maximal Lp-Regularity Class.- K. Tsutaya and Y. Wakasugi, Remarks on blow up of solutions of nonlinear wave equations in Friedmann-Lema??tre-Robertson-Walker spacetime.- L. Cossetti, L. Fanelli and N. M. Schiavone, Recent developments in spectral theory for non-self-adjoint Hamiltonians.- S. Kumar Cunef, F. Ponce-Vanegas, L. Roncal, L. Vega, The Frisch?Parisi Formalism for Fluctuations of The Schrödinger Equation.- S. Koike and T. Kosugi, Rate of convergence for approximate solutions in obstacle problems for nonlinear operators.- T. Ishiwata and S. Yazaki, Convexity phenomena arising in an area-preserving crystalline curvature flow.