Topology
Explore fundamental concepts of topology, including metric spaces, convergence, compactness, continuity, and connectedness, with applications to real-world mathematical problems.
Manifolds
Explore key concepts in topology and geometry, including Hausdorff spaces, quotient spaces, and smooth structures, to gain a comprehensive understanding of manifolds.
Analysis II Video Lectures
Comprehensive video lectures on advanced mathematical analysis, covering topology, continuity, differentiation, manifolds, and more, with applications to various mathematical concepts.
Intro to the Fundamental Group - Algebraic Topology with Tom Rocks Maths
Explore algebraic topology and the fundamental group, from basic concepts to advanced applications like Brouwer's Fixed Point Theorem. Learn to analyze spaces through continuous deformations and group theory.
Geometrical Anatomy of Theoretical Physics
Comprehensive exploration of advanced mathematical concepts in theoretical physics, from set theory to Lie groups, manifolds, and fiber bundles, with applications in quantum mechanics and symmetries.
Modeling a Character BaseMesh in Blender
Learn to model a character base mesh in Blender, focusing on topology and optimal decision-making. Cover head, torso, limbs, and extremities to create a foundation for sculpting.
Weinstein Manifolds Through Skeletal Topology - Laura Starkston
Explore skeletal topology's role in understanding Weinstein manifolds, focusing on arboreal singularities, Fukaya categories, and stratification of skeletons in symplectic geometry.
Create a Leprechaun - Pavlovich Workshop - Michael Pavlovich - ZBrush 2021
Learn to create a detailed Leprechaun character in ZBrush, covering techniques like base mesh manipulation, dynamesh blockout, topology refinement, and fibermesh hair creation for a professional 3D model.
Modeling Basics - Booleans - Pixologic Joseph Drust - ZBrush 2020
Explore ZBrush 2020's modeling basics, focusing on Boolean operations, ZModeler, and IMM Boolean brushes. Learn subtractive techniques, navigation, and efficient workflows for 3D sculpting and mesh creation.
ZBrush 2020 - Modeling Basics: Tire with ZModeler - Pixologic Joseph Drust
Learn ZBrush 2020 modeling basics, focusing on tire creation with ZModeler. Master essential tools and techniques like brush selection, ZModeler actions, and dynamic subdivision for efficient 3D sculpting.
Unreal Engine Modeling Tools Tutorial - Creating a Greek Column
Learn to create a Greek column in Unreal Engine using modeling tools. Master techniques for variation, polygroups, and booleans to enhance your game development skills.
Integer-Valued Gromov-Witten Type Invariants - Guangbo Xu
Explore integer-valued Gromov-Witten type invariants in symplectic geometry, focusing on genus zero cases for symplectic manifolds. Learn about recent developments and their applications in mathematical research.
A Gentle Approach to Crystalline Cohomology - Jacob Lurie
Explore crystalline cohomology and the de Rham-Witt complex in algebraic geometry, with insights on alternative constructions and applications in positive characteristic fields.
Geometry and Topology of Hamiltonian Floer Complexes in Low-Dimension - Dustin Connery-Grigg
Explore Hamiltonian Floer complexes on surfaces, connecting dynamics to Floer chain structure. Discover a new symplectic norm and geometric interpretations of chain complexes using transverse foliations.
Dynamics on Character Varieties - William Goldman
Exploration of dynamical systems arising from locally homogeneous geometric structures and flat connections on manifolds, with focus on character varieties and their complex topology.
Twisted Topological Tangles or- The Knot Theory of Knitting - Elisabetta Matsumoto
Explore the fascinating intersection of knot theory and knitting, delving into topological properties, elasticity, and mathematical models that unravel the complexities of fabric structure.
Mirrors of Curves and Their Fukaya Categories - Denis Auroux
Explore symplectic geometry with Denis Auroux as he delves into mirrors of curves and their Fukaya categories, covering topics from monomial examples to Lagrangian admissibility.
Lie Algebras and Homotopy Theory - Jacob Lurie
Explore connections between Lie algebras and homotopy theory, covering fundamental groups, Whitehead brackets, and Quillen's theorem in this advanced mathematics seminar.
Pseudoholomorphic Curves with Boundary - Can You Count Them? Can You Really? - Sara Tukachinsky
Explore pseudoholomorphic curves with boundary, their counting challenges, and innovative approaches in Gromov-Witten theory with Sara Tukachinsky's advanced mathematical seminar.
The Shapes of Spaces and the Nuclear Force - Gregory Moore
Explores the interplay between physics and mathematics, focusing on topological concepts and their applications in understanding fundamental forces and the structure of space.
Drinfeld's Lemma for Schemes - Kiran Kedlaya
Explore Drinfeld's lemma for schemes with Kiran Kedlaya, covering fundamental groups, base points, and the Stax project in algebraic geometry.