Lists of mathematics topics

Business Math (1 of 1) Introduction

Visit http://ilectureonline.com for more math and science lectures! In this video I will introduce the topics that will be covered in Business Math – investments, interest, annuities, mortgages, functions in business, cost, revenue, profit, supply and demand, predictions, optimization, ma

From playlist BUSINESS MATH 1 - INTRODUCTION

10 Math and Physics Books

Here are 10 completely different books on math and physics. These books are all so different. The topics include Basic Math, Topology, Abstract Algebra, Mathematical Statistics, Calculus, Physics, Partial Differential Equations, Precalculus, and Real Analysis. Here is a list of the books.

From playlist Book Reviews

The Practice of Mathematics - Part 11

The Practice of Mathematics Ropert P. Langlands Institute for Advanced Study February 15, 2000 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some

From playlist Mathematics

The Practice of Mathematics - Part 1

The Practice of Mathematics Robert P. Langlands Institute for Advanced Study October 26, 1999 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some b

From playlist Mathematics

The Practice of Mathematics - Part 16

The Practice of Mathematics Robert P. Langlands Institute for Advanced Study March 21, 2000 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some br

From playlist Mathematics

The Practice of Mathematics - Part 5

The Practice of Mathematics Robert P. Langlands Institute for Advanced Study November 23, 1999 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some

From playlist Mathematics

Math for Computer Science

In this video I will show you a very good book on discrete math. This book has lots of the math that you need for computer science. It also has full solutions to every single problem. The book is titled Concrete Mathematics and it was written by Graham, Knuth, Patashnik. Here is the book:

From playlist Book Reviews

The Practice of Mathematics - Part 15

The Practice of Mathematics Robert P. Langlands Institute for Advanced Study March 14, 2000 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some br

From playlist Mathematics

The Practice of Mathematics - Part 2

The Practice of Mathematics Robert P. Langlands Institute for Advanced Study November 2, 1999 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some

From playlist Mathematics

The decline of rigour in modern mathematics | Real numbers and limits Math Foundations 88

Rigour means logical validity or accuracy. In this lecture we look at this concept in some detail, describe the important role of Euclid's Elements, talk about proof, and examine a useful diagram suggesting the hierarchy of mathematics. We give some explanation for why rigour has declined

From playlist Math Foundations

Recent Conversation with Curt Jaimungal : Real numbers aren't real | N J Wildberger

Curt Jaimungal is a Toronto based film maker with a maths physics background and he has a wide range of interests including not just mathematics and physics but also consciousness, philosophy, UFOs and free will. This is a heads up on a recent interview he did with me: the video is at htt

From playlist Sociology and Pure Mathematics

Advice to Amateur Research Mathematicians: Poly Number theory-- future directions for greater import

Number theory is a very attractive subject, but in this video we argue that for prospective amateur researchers, the chance of making an important contribution is minimal. Better to focus on a much bigger and more wide open area: Poly Number theory! Polynumbers, developed in the Algebrai

From playlist Maxel inverses and orthogonal polynomials (non-Members)

7 Ways to Level Up Your MATH SUPERPOWERS

Here are seven projects you can do over a summer to become a better mathematician: 1) Learn how to program and/or apply those skills to do something in math. I typically recommend Python for a first language for STEM students. R is useful for stats. But it doesn't have to be a general lang

From playlist Learning Math Advice

Michael R. Douglas - How will we do mathematics in 2030?

Abstract: We make the case that over the coming decade, computer assisted reasoning will become far more widely used in the mathematical sciences. This includes interactive and automatic theorem verification, symbolic algebra, and emerging technologies such as formal knowledge repositories

From playlist 2nd workshop Nokia-IHES / AI: what's next?

Mathematical Knowledge Management software survey (paper review)

In this video I talk about the paper "The Space of Mathematical Software Systems — A Survey of Paradigmatic Systems" found here: https://arxiv.org/abs/2002.04955 My notes on the text and all links shown on in the video can be found here: https://gist.github.com/Nikolaj-K/87371836d1dd1abfba

From playlist Reviews

A brief history of geometry II: The European epoch | Sociology and Pure Mathematics | N J Wildberger

Let's have a quick overview of some of the developments in the European story of geometry -- at least up to the 19th century. We'll discuss Cartesian geometry, Projective geometry, Descriptive geometry, Algebraic geometry and Differential geometry. This is meant for people from outside m

From playlist Sociology and Pure Mathematics

Partitions, Dyson, and Ramanujan - George Andrews

George Andrews The Pennsylvania State University September 27, 2013 More videos on http://video.ias.edu

From playlist Dreams of Earth and Sky

Fixed Income: Duration plus convexity to approximate bond price change (FRM T4-38)

Duration plus a convexity adjustment is a good estimate (approximation) of the bond's price change. We can express this change in percentage terms(%) as given by ΔP/P = -D*Δy + 0.5*C*(Δy)^2; or we can express this in dollar terms ($) as given by ΔP =∂P/∂y*Δy + 0.5*∂^2P/∂y^2*(Δy)^2. 💡 Dis

From playlist Valuation and RIsk Models (FRM Topic 4)

Probability Theory - Part 1 - Introduction (including R) [dark version]

Support the channel on Steady: https://steadyhq.com/en/brightsideofmaths Or support me via PayPal: https://paypal.me/brightmaths Or via Ko-fi: https://ko-fi.com/thebrightsideofmathematics Or via Patreon: https://www.patreon.com/bsom Or via other methods: https://thebrightsideofmathematics.

From playlist Probability Theory [dark version]

The Practice of Mathematics - Part 9

The Practice of Mathematics Robert P. Langlands Institute for Advanced Study February 1, 2000 Robert P. Langlands, Professor Emeritus, School of Mathematics. There are several central mathematical problems, or complexes of problems, that every mathematician who is eager to acquire some

From playlist Mathematics