Bass Patterns in Blues and Rock - Lecture 8
Explore bass patterns and chord progressions in popular and classical music, learning to identify harmonic structures across genres from Mozart to Justin Timberlake.
Sonata-Allegro Form in Mozart and Beethoven - Lecture 9
Explore musical forms from pop to classical, focusing on ternary and sonata-allegro structures. Analyze examples from 'N Sync, Mozart, and Beethoven to understand harmonic relationships and compositional techniques.
Sharp Estimates for Gowers Norms on Discrete Cubes
Explore sharp estimates for Gowers norms on discrete cubes in this 57-minute lecture by Vjekoslav Kovač from the Hausdorff Center for Mathematics. Delve into optimal dimensionless estimates between Gowers U^k norms and l^p norms for functions supported o…
Dimension-Free Estimates for Low Degree Functions on the Hamming Cube
Explore dimension-free L^p inequalities for low degree scalar-valued functions on the Hamming cube in this 1-hour 5-minute lecture. Delve into Bernstein-Markov type inequalities for functions with spectrum bounded from above, examining cases for p>2 and…
Vector-Valued Littlewood-Paley-Stein Theory for Semigroups
Explore the vector-valued Littlewood-Paley-Stein theory for semigroups in this comprehensive 59-minute survey talk. Begin with the classical Littlewood-Paley-Stein inequality for symmetric diffusion semigroups before delving into the vector-valued settin…
Finite Element Modeling of Magnetic Fields in Julia
Explore finite element modeling of magnetic fields using Julia in this TU Delft master course. Implement mathematical models and collaborate on real-world projects with industry partners.
Growth of Laplacian Eigenfunctions
Delve into the growth patterns of Laplacian eigenfunctions on compact manifolds, exploring concentration phenomena and the intriguing 'spooky action at a distance' in mathematical contexts.
Fourier Series
Comprehensive exploration of Fourier series, covering even/odd functions, half-range expansions, and harmonic analysis with practical examples and solutions.
Power Electronics - Strictly Related to GATE Syllabus
You will learn about switches, diodes, types of load, rectifiers, semi-converters, source inductance, choppers, converters, communication circuits, inverters, and much more.
Fourier Summation Formulas and Quasicrystals - Part 1
Explore Fourier summation formulas and quasicrystals in this advanced mathematics seminar. Gain insights into complex mathematical concepts and their applications.
Mathematical Tools for the Detection and Analysis of Local Singularities - Lecture 3
Explorez les outils mathématiques pour détecter et analyser les singularités locales dans divers domaines, en utilisant des bases d'ondelettes et de Wilson pour la classification et l'analyse multifractale.
Local Singularities of Functions: Cusps, Chirps, and Oscillating Singularities - Part II
Explorez les singularités locales des fonctions, leurs types et applications. Apprenez les méthodes d'analyse harmonique pour détecter et caractériser ces comportements dans divers domaines scientifiques.
On the Hunt for Chirps - Part I
Explorez les méthodes d'analyse harmonique pour détecter et classifier les comportements oscillatoires spécifiques dans les signaux, avec applications en turbulence, ondes gravitationnelles et données physiologiques.
Schatten Class of Sobolev Embeddings and Oscillation of L^2 Basis
Explore Schatten class of Sobolev embeddings and oscillation speed of L^2 basis in this advanced mathematical lecture by Nikolai Nikolski at CIRM's thematic meeting.
Subconvexity of L-functions - Part 2
Explore advanced concepts in subconvexity of L-functions through an in-depth mathematical lecture by Philippe Michel, expanding on previous discussions.
Project Purple: L^p-Extrapolation à la Blunck-Kunstmann
Explorez les techniques d'extrapolation $L^{p}$ selon Blunck-Kunstmann dans le cadre du "Project Purple". Approfondissez vos connaissances en analyse harmonique appliquée aux opérateurs elliptiques.
Traveling Waves for a Family of Szegö Equations
Explorez les ondes progressives pour une famille d'équations de Szegö dans cette conférence mathématique approfondie sur l'analyse harmonique et les équations différentielles partielles.
Larry Guth- Decoupling Estimates in Fourier Analysis
Explore recent developments in decoupling, a Fourier analysis technique with applications in harmonic analysis, PDE, and number theory. Survey key applications and proof concepts.
PCB Antenna - How to Design, Measure and Tune
Learn PCB antenna design, measurement, and tuning techniques for optimal performance in electronic devices. Covers layout, common mistakes, and practical adjustments for improved signal output.
Sharp Fourier Restriction Theory Over Finite Fields
Explore recent developments in sharp Fourier restriction theory over finite fields, examining the intersection of two key areas in mathematical research.
When the Fourier Transform is One Loop Exact?
Explore the conditions for one-loop exactness of Fourier transforms in mathematical physics, examining implications for quantum field theory and statistical mechanics.