Richard Dedekind

Richard II by William Shakespeare - Starring John Gielgud - 1960

The audio drama performed by The Shakespeare Recording Society. Sir John Gielgud Sir Michael Hordern Leo McKern Keith Michell and cast Copyright 1960 Caedmon, The Shakespeare Recording Society, Inc. Published by HarperCollinsAudioBooks

From playlist John Gielgud's Recordings

De Gaulle - Force of Character

Portraits of Power - DeGaulle - Force of Character Narrated by Henry Fonda Charles André Joseph Marie de Gaulle was a French general and statesman who led the Free French Forces during World War II. He later founded the French Fifth Republic in 1958 and served as its first president from

From playlist Portraits of Power - Those who shaped the Twentieth Century

De Gaulle - Republican Monarch

Portraits of Power - DeGaulle - Republican Monarch Narrated by Henry Fonda Charles André Joseph Marie de Gaulle was a French general and statesman who led the Free French Forces during World War II. He later founded the French Fifth Republic in 1958 and served as its first president from

From playlist Portraits of Power - Those who shaped the Twentieth Century

Franklin Delano Roosevelt: Four-Term Phenomenon (1933 – 1945)

Franklin Delano Roosevelt is a colossal figure in American History. He led the nation through the Great Depression, as well as World War II. He is the only president to be elected four times, and is widely regarded as one of the greatest presidents of all time, along with Washington and Li

From playlist American History

James Galway Plays Syrinx by Debussy

James Galway performing Syrinx by Debussy.

From playlist experimental classical

Pierre Cartier - Les mathématiques de Grothendieck (un survol)

From playlist Évenements grand public

Difficulties with Dedekind cuts | Real numbers and limits Math Foundations 116 | N J Wildberger

Richard Dedekind around 1870 introduced a new way of thinking about what a real number `was'. By analyzing the case of sqrt(2), he concluded that we could associated to a real number a partition of the rational numbers into two subsets A and B, where all the elements of A were less than al

From playlist Math Foundations

Hitler and the Hohenzollerns - The Kaiser's Family & the Nazis

During the Nazi period, the former Imperial Family of Kaiser Wilhelm II maintained a strange relationship with Hitler, hoping that he would re-instate one of them to the post of Emperor. Dr. Mark Felton FRHistS, FRSA, is a well-known British historian, the author of 22 non-fiction books

From playlist Hitler Various Subjects

Crisis in the Foundation of Mathematics | Infinite Series

Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/donateinfi What if the foundation that all of mathematics is built upon isn't as firm as we thought it was? Note: The natural numbers sometimes include zero and sometimes don't -

From playlist An Infinite Playlist

A Mathematical Analysis Book so Famous it Has a Nickname

A Mathematical Analysis Book so Famous it Has a Nickname In this video I go over the famous book "Baby Rudin", also known as "Principles of Mathematical Analysis" written by Walter B. Rudin. This book is notoriously rigorous and has some pros and cons, which I go over carefully in the vid

From playlist Cool Math Stuff

Dear English People... THIS is how you pronounce German Mathematician's Names ( and Physicists )

Don't forget to share the video and to activate the bell button! =) Your most favourite Parent is backat it again with a brand new memestorm :v Enjoy the ride! I hope you can learn something from this video and that it helps you pronounce the names of bois like Papa Euler, Daddy Riemann a

From playlist Misc

06 of 28 Heidegger's Being & Time Hubert Dreyfus 2007

From playlist Heidegger being & time Hubert dreyfus

Abstract Algebra | A PID that is not a Euclidean Domain

We present an example of a principal ideal domain that is not a Euclidean domain. We follow the outline described in Dummit and Foote. In particular, we show that an integral domain D is a PID if and only if it has a Dedekind-Hasse Norm and that every Euclidean domain has a universal side

From playlist Abstract Algebra

Odd Equations - Numberphile

Second part to this video: http://youtu.be/shEk8sz1oOw More links & stuff in full description below ↓↓↓ If the highest power of a function or polynomial is odd (e.g.: x^3 or x^5 or x^4371) then it definitely has a solution (or root) among the real numbers. Here's a nice proof demonstrate

From playlist David Eisenbud on Numberphile

22. Charles De Gaulle

France Since 1871 (HIST 276) Charles de Gaulle's importance in postwar French political life was matched by his importance in the nation's collective imagination. This authority was consciously contrived by de Gaulle, who wished to bear upon his figurative body the will of the French pe

From playlist France Since 1871 with John Merriman

Four Step Recovery Programme for Division by Zero Deniers

Division by zero has been possible since 1957. LINKS: Transmathematica Channel https://youtube.com/channel/UC2ro5bMjox_KhU-UbUvx7jQ Rehab Playlist https://youtube.com/playlist?list=PL2qvIMkhqXu036a0M_TLAryIqjiRO6OKs History of division by zero https://doi.org/10.36285/tm.37 Suppes htt

From playlist Summer of Math Exposition Youtube Videos

Set Theory (Part 15): Dedekind Cut Arithmetic

Please feel free to leave comments/questions on the video and practice problems below! In this video, we will set up arithmetic (addition and multiplication) for Dedekind cuts and thereby show that the real numbers form a complete ordered field. We will also prove some common laws of real

From playlist Set Theory by Mathoma

Topology Without Tears - Video 2b - Infinite Set Theory

This is part (b) of Video 2, the second in a series of videos supplementing the online book "Topology Without Tears" which is available at no cost from www.topologywithouttears.net

From playlist Topology Without Tears

Lagrange Bicentenary - Jacques Laskar's conference

Lagrange and the stability of the Solar System

From playlist Bicentenaire Joseph-Louis Lagrange

Set Theory (Part 14): Real Numbers as Dedekind Cuts

Please feel free to leave comments/questions on the video and practice problems below! In this video, we will construct the real number system as special subsets of rational numbers called Dedekind cuts. The trichotomy law and least upper bound property of the reals will also be proven. T

From playlist Set Theory by Mathoma