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Experimental

# Even More Math

A space for competitive math, higher math, discrete math, and other math topics that don't fit anywhere else!

Experimental · session

#### Inventing Maths: fractional derivative and more

- Live now!

fun

Prakash P

Experimental · series session

#### Even More Math

We'll look at some basic results of rings and look at some examples. We'll also define a field and look at some examples. (Session date TBD)

Kindness C

Experimental · series session

#### Even More Math

We switch gears to the topic of basic number theory! This will be the springboard of more complicated stuff in the future. We'll begin the topic with divisibility and Bézout's lemma. If there is anything you should carry away from this session, be sure to carry away the logic of the proof for Bézout's lemma. (Session date TBD)

Kindness C

Experimental · series session

#### Even More Math

We will review the geometry of space and vectors. And get introduced to lines, vector valued functions, curvature, and quadric surfaces.

Sara S

Experimental · series session

#### Even More Math

We will discuss functions of many variables, partial derivatives, and limits.

Sara S

Experimental · series session

#### Even More Math

We will cover differentiability and tangent planes.

Sara S

Experimental · series session

#### Even More Math

We will cover the gradient and chain rule.

Sara S

Experimental · series session

#### Even More Math

We will discuss maxima and minima, optimization, and critical points.

Sara S

Experimental · series session

#### Even More Math

We will discuss Lagrange multipliers.

Sara S

Experimental · series session

#### Even More Math

We will review multivariable differentiation.

Sara S

Experimental · series session

#### Even More Math

We will discuss multivariable integration, integration in other coordinate systems, and applications of integration.

Sara S

Experimental · series session

#### Even More Math

We will discuss divergence and curl.

Sara S

Experimental · series session

#### Even More Math

We will discuss line and surface integrals, Green's theorem, Stokes' theorem, and Gauss' Divergence theorem.

Sara S