Harmonic Analysis and its Applications
in Matsumoto 2016, winter

Date: Feb. 15(Mon.) - 19(Fri.), 2016
Place: 13th room in Building C, Faculty of Science, Shinshu University [Access]

Lectures (three 1-hour lecture)

Jonathan Bennett (University of Birmingham, UK.)

Title: Weighted harmonic analysis beyond Calderón-Zygmund theory

Oliver Dragičević (University of Ljubljana, Slovenia)

Title: Bilinear embedding, heat flow and Bellman functions

Camil Muscalu (Cornell University, US)

Title: Iterated Fourier series

Joachim Toft (Linnaeus University, Sweden)

Title: Harmonic analysis on Fourier invariant small test function and large distribution spaces

Talks (1 hour)

Neal Bez (Saitama University, Japan)

Title: Applications of the Funk-Hecke theorem to smoothing and trace estimates

Jayson Cunanan (Shinshu University, Japan)

Title: Inclusion relations and trace theorems of Wiener amalgam spaces

Michael Ruzhansky (Imperial College London, U.K.)

Title: Fourier multipliers on groups

Naohito Tomita (Osaka University, Japan)

Title: On the boundedness of multilinear Fourier multiplier operators

Yutaka Terasawa (Nagoya University, Japan)

Title: A remark on Liouville-type theorems for the stationary Navier-Stokes equations in three space dimensions

Hidemitsu Wadade (Kanazawa University, Japan)

Title: Scaling invariant Hardy inequalities of multiple logarithmic type on the whole space

Organizers:

• Akihiko Miyachi (Tokyo Woman's Christian University)
• Mitsuru Sugimoto (Nagoya University)
• Yohei Tsutsui (Shinshu University)

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