How emulsions make food butter (I mean better)

Posted on 2021/12/02 by Carl Robitaille

A brief history of minimal surfaces and the ants that love them

Posted on 2021/12/02 by Carl Robitaille

A brief history of minimal surfaces and the ants that love them

A brief history of minimal surfaces and the ants that love them https://t.co/oAx1HJUq7g
— MathFeed (@MathFeed) November 17, 2021

How many people were alive when you were born

Posted on 2021/12/02 by Carl Robitaille

How many people were alive when you were born

Type in your date of birth and learn how many people were alive when you were born.
Source: https://t.co/3Ggwot8oez pic.twitter.com/wRH07K6wSD
— Simon Kuestenmacher (@simongerman600) November 12, 2021

Experience Regina and Vancouver

Posted on 2021/12/02 by Carl Robitaille

i will never get tired of using this song

(credit to @MikePHager and @vangardea for the videos) pic.twitter.com/0xescOPaKe
— Justin McElroy (@j_mcelroy) November 15, 2021

This is what happens when a 1.7 g aluminium ball hits an 18-cm thick block of aluminium at 6.8 kilometres per second

Posted on 2021/11/16 by Carl Robitaille

This is what happens when a 1.7 g aluminium ball hits an 18-cm thick block of aluminium at 6.8 kilometres per second.

Which is about 15% slower than the @Space_Station's orbital velocity. pic.twitter.com/fXltcpCg5S
— Paul Byrne (@ThePlanetaryGuy) November 15, 2021

What’s the Latest? DLSS 2.3 & How It Keeps Learning

Posted on 2021/11/16 by Carl Robitaille

An update on DLSS 2.3 and learn how we reduced ghosting. The video also includes information about why temporal methods are really powerful compared to spatial-only upscaling. https://t.co/ae3XCqAbo0
— Jonathan Granskog (@jongranskog) November 16, 2021

Vorja Sanchez

Posted on 2021/11/16 by Carl Robitaille

Vous aimez les nuages et l'art ? Alors le travail de l'artiste barcelonais Vorja Sanchez devrait vous séduire. On a tous cherché à voir des formes dans les nuages, Vorja pousse le jeu + loin en dessinant des formes et ainsi développer notre imagination.😍https://t.co/1Rfzy77WFl pic.twitter.com/TJ2nb6lkMT
— Guillaume Desbrosse (@DesbrosseG) November 16, 2021

I Love you, but I love fossil fuels more

Posted on 2021/11/16 by Carl Robitaille

Discuss. #ClimateCrisis pic.twitter.com/xAwfmTxsfE
— Brent Toderian (@BrentToderian) November 15, 2021

The product of the mth and nth Chebyshev polynomials is the average of the (m + n)th and (m – n)th Chebyshev polynomials.

Posted on 2021/11/16 by Carl Robitaille

The product of the mth and nth Chebyshev polynomials is the average of the (m + n)th and (m – n)th Chebyshev polynomials.
— Analysis Fact (@AnalysisFact) November 15, 2021