Manifolds 4.1 : Introduction to the Tangent Space @Fematika

Manifolds 4.1 : Introduction to the Tangent Space @Fematika

Uploaded April 2020 | Updated September 2026, 3 weeks ago

In this video, I introduce the tangent space, and prove that the tangent space of arbitrary euclidean space is the same dimensional (real) vector space.

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Manifolds 4.1 : Introduction to the Tangent Space

Manifolds 1.2 : Examples of Manifolds

Number Theory 1.3 : Formulas and the Derivative of Gamma Function

Topology 1.1 : Open Sets of Reals

Proof of Fermats Little Theorem

Using Residue Theorem to Evaluate a Definite Integral

Category Theory 1.5 : Properties of Functors, Contravariant Functors, and Subcategories

Number Theory 3.1: Analytic Continuation of the Xi/Zeta Function (ACZ 1/2)

Topology 1.5 : Order Topology

Algebraic Topology 1.4 : Fundamental Group

Manifolds 1.1 : Basic Definitions

Checking the Integral of (4cos(2x) + 1) * tan^(1/4) (x)

Manifolds 4.1 : Introduction to the Tangent Space