Ontology Browser
›
analysis
› Young's convolution inequality
Young's convolution inequality
Layer 0 — Mathematics
in the
analysis
subtree
||f*g||_r ≤ ||f||_p ||g||_q, 1/p + 1/q = 1 + 1/r. Sharp version Brascamp-Lieb 1976.
Related concepts
Fourier transform
Ramsey interferometry: (π/2)–free-evolution(τ)–(π/2); signal convolution of pulse + evolution
Switched-capacitor filters
Savitzky-Golay framework: least-squares polynomial filter as convolution kernel (Savitzky & Golay 1964)
Explore Young's convolution inequality on the interactive knowledge graph →