Sharp subcritical Moser–Trudinger inequalities on Heisenberg groups and subelliptic PDEs

Dual variational methods in critical point theory and applications

Antonio Ambrosetti, Paul H. Rabinowitz · Journal of Functional Analysis · 1973 · 4.4K citations

Natural Sciences, Mathematics, Physics +14

On Imbeddings into Orlicz Spaces and Some Applications

Neil S. Trudinger · Indiana University Mathematics Journal · 1967 · 1K citations

Natural Sciences, Computer Science, Topology +4

A sharp form of an inequality by N. Trudinger

J. Moser · Indiana University Mathematics Journal · 1971 · 966 citations

Social Sciences, History, Social Inequality +2

A Sharp Inequality of J. Moser for Higher Order Derivatives

David R. Adams · Annals of Mathematics · 1988 · 506 citations

Natural Sciences, Mathematics, Mathematical Physics +4

Trudinger type inequalities in 𝐑^{𝐍} and their best exponents

Shinji Adachi, Kazunaga Tanaka · Proceedings of the American Mathematical Society · 1999 · 341 citations · Full text

Computing, Computational Engineering, Cavity Preparation +5