Structural Geology
Comprehensive exploration of structural geology concepts, including stereographic projections, strain analysis, stress mechanics, rheology, and deformation processes, with practical lab applications.
Three.js Tutorial for Beginners
Learn to create stunning 3D graphics and effects for web using Three.js, from basic concepts to advanced techniques like lighting, particle systems, and postprocessing.
The Seduction of Curves - The Lines of Beauty That Connect Mathematics, Art and The Nude
Explore the fascinating connection between mathematics, art, and the human form through the language of curves, catastrophe theory, and their applications across various fields.
Differential Geometry
Explore local curve theory, curvature, Frenet-Serret formulas, and the Fundamental Theorem of Curves in this comprehensive introduction to differential geometry.
Number Theory Math for Fun
Explore number theory concepts through engaging proofs, puzzles, and problems, from classic irrationality demonstrations to modular arithmetic and prime numbers.
Differential Forms
Explora las formas diferenciales, sus propiedades algebraicas, integración y aplicaciones en cálculo vectorial y ecuaciones de Maxwell.
O Levels Maths
Comprehensive O Levels Mathematics course covering key topics like algebra, geometry, trigonometry, and statistics. Includes exam techniques and practice questions for thorough preparation.
Length, Area and Volume
Explore geometric concepts of length, area, and volume through derivations, formulas, and practical applications in various shapes.
Classical Spherical Trigonometry - Universal Hyperbolic Geometry
Comprehensive overview of classical spherical trigonometry, covering key concepts, laws, and theorems. Introduces a new algebraic approach to simplify and enhance the traditional framework.
The $K(\pi, 1)$ Conjecture - Part 2
Explore the recent proof of the classical K(π,1) conjecture for affine Artin groups, delving into its mathematical intricacies and implications for algebraic topology.
Quantum Topological Data Analysis - Part 1
Explore quantum persistent homology algorithms for pattern recognition in data, leveraging quantum computing's potential to enhance traditional Topological Data Analysis methods and improve efficiency.
ArcGIS Pro
ArcGIS Pro is desktop GIS software developed by Esri, which replaces their ArcMap software generation. Learn the basics of using ArcGIS such a spatial joins, selections of attributes and layers, raster processing and topograpic analysis in this tutorial…
Drawing Exercises
Enhance drawing skills through various exercises, from simple tools to complex objects and animals. Practice techniques to improve observation and rendering abilities.
Stanford Lecture - Don Knuth - "A Conjecture That Had To Be True"
Donald Knuth explores a fascinating problem in combinatorial geometry, presenting an intriguing formula and its unexpected universal application, showcasing the beauty of mathematical discovery.
When Design Equals Planning - Computational Approaches to Robot Design
Exploring the intersection of robot design and planning, this seminar discusses computational approaches to simplify design processes and make formal statements about design feasibility across various robotic systems.
Twintrees, Baxter Permutations, and Floorplans in Computer Science - Lecture 2022
Explore the fascinating connections between twintrees, Baxter permutations, and floorplans in this lecture by renowned computer scientist Don Knuth, revealing unexpected relationships in mathematics and data structures.
Geometry Lessons
Explore fundamental geometry concepts including angles, triangles, polygons, circles, and the Pythagorean theorem in this comprehensive overview of key geometric principles.
Transportation Engineering II
Comprehensive exploration of railway engineering and airport design, covering track components, geometric design, signaling systems, aircraft characteristics, runway planning, and terminal facilities.
Computational Geometry
Explore fundamental algorithms and data structures for solving geometric problems, including convex hulls, Voronoi diagrams, and range searching, with applications in various fields.
Nonlinear Dynamics and Chaos
Explore nonlinear dynamics and chaos through analytical methods, examples, and applications in physics, biology, and engineering. Develop mathematical theory and gain insights into complex systems behavior.
Basic Algebraic Geometry - Varieties, Morphisms, Local Rings, Function Fields and Nonsingularity
Explore algebraic geometry fundamentals, including varieties, morphisms, local rings, function fields, and nonsingularity. Gain insights into Zariski topology, affine and projective spaces, and geometric calculus.