Numerical Methods for PDEs - Class 17
Explore advanced numerical methods for solving partial differential equations, focusing on complex mathematical techniques and their applications in doctoral-level research.
Teoria de Hodge da Variedade de Fermat - Aula 18
Explore a Teoria de Hodge aplicada à variedade de Fermat, aprofundando-se em conceitos avançados de geometria algébrica e topologia.
Mestrado: Álgebra II - Aula 18
Aprofunde-se na Álgebra II com a Profa. Carolina Araujo, explorando conceitos avançados e aplicações práticas em uma aula abrangente do programa de mestrado do IMPA.
Análise em Variedades - Aula 15
Aprofunde-se em análise em variedades, explorando tópicos avançados como fibrados, formas diferenciais e cohomologia de De Rham. Desenvolva habilidades essenciais para pesquisa em geometria diferencial e topologia.
Générations Intuitives - Quand les Artistes s'Inspirent des Mathématiques
Explorez l'exposition "Générations intuitives" à la Maison Poincaré, où l'art s'inspire des mathématiques. Découvrez le dialogue entre une mathématicienne et une commissaire d'exposition autour d'œuvres fascinantes.
Euler and Schrödinger Equations - Turning Points in Complex Mathematics and Physics
Explore the historical impact of Euler and Schrödinger on complex mathematics and quantum mechanics, from algebraic beginnings to modern applications in quantum chemistry.
Convex Optimization
Learn Convex Optimization in under an hour with NIOS's concise and focused material. Prof. Joydeep Dutta.
Stability and Discretization Techniques for Elliptic Inverse Parameter Problems in Elastography - Application to Breast Tumor Detection
Explores stability and discretization techniques for elliptic inverse parameter problems in elastography, focusing on shear modulus recovery in biological tissues for breast tumor detection. Discusses theoretical challenges and practical solutions.
GeoHealth Quarterly Webinar - Utilizing Spatiotemporal Data for Climate-Related Health Studies
Explore spatiotemporal data analysis for climate-health research, covering air pollution, tropical cyclones, and environmental impacts on assault and suicide rates.
Closer to Fair - Mathematics and Social Justice
Explore strategies for addressing social justice in mathematics education, supporting underrepresented students, and applying mathematical tools to analyze societal issues like racial bias and economic inequality.
Creating Shop Drawings in Fusion 360 - Tutorial
Learn to create professional 2D shop drawings in Fusion 360, from basic setup to advanced features like dimensions, views, and PDF output. Perfect for engineers and designers seeking to enhance their CAD skills.
Introduction to Bluetooth Low Energy
Comprehensive introduction to Bluetooth Low Energy, covering architecture, security, advanced features like direction finding, and upcoming LE Audio technology.
Build Your Own Ultrasonic Radar Robot - Part 1: Design and Display
Learn to build an ultrasonic radar robot, from designing the 3D chassis to programming the radar display using trigonometry and PicoGraphics. Gain hands-on experience in robotics and MicroPython.
Introduction to FPGA - Getting Started with Verilog | Digi-Key Electronics
Learn Verilog for FPGA programming: create digital logic circuits, use continuous assignment statements, work with vectors, and implement a 1-bit full adder on the Lattice iCE40 FPGA.
Path Planning - A* (A-Star) Algorithm Implementation in C++
Learn to implement the A* pathfinding algorithm in C++, with a step-by-step tutorial covering key concepts, practical coding, and visual demonstrations at the command prompt.
How the Fourier Transform Works - Phase - Lecture 3
Explore the concept of phase in sine waves, completing the trio of amplitude, frequency, and phase. Visual explanations enhance understanding of this fundamental property.
What Does It Take to Be a Good Fisherman?
Explore statistical challenges in learning from biased data, focusing on self-selection issues in various fields and discussing recent progress in econometric modeling and auction theory.
Min-Max Optimization - Part II
Explore advanced min-max optimization techniques, including convergence analysis, implicit methods, and applications to multiplayer games and polynomial-type problems.
A Compressed Overview of Sparsity
Explore compressed sensing in engineering mathematics, covering sparsity, compression techniques, and L1 minimization. Learn key principles and applications beyond image processing.
Fourier Transform to Solve PDEs - 1D Heat Equation on Infinite Domain
Explore solving the 1D heat equation on an infinite domain using Fourier transforms. Learn key concepts, inverse transforms, and physical properties in engineering mathematics.
Properties of Fourier Transforms and Examples
Explore key properties and applications of Fourier transforms in engineering mathematics, enhancing your understanding of this fundamental concept through practical examples and in-depth explanations.