Judicial functions of the House of Lords | harmonic analysis | special functions | Second-harmonic generation | judicial functions of the House of Lords | Second-Harmonic Generation | Plancherel theorem for spherical functions | Hecke's ''L''-functions | Harmonic Tremors | Harmonic motion | Harmonic Generation | Harmonic analysis | Elliptic rational functions | C mathematical functions |
Kellogg's theorem is a pair of related results in the mathematical study of the regularity of harmonic functions on sufficiently smooth domains by Oliver Dimon Kellogg.
Another important result is Liouville's theorem, which states the only bounded harmonic functions defined on the whole of Rn are, in fact, constant functions.