Posts 61 - 70 of 306

Round, With Tie Breakers, Round Three 1

I recently published Round, With Ties to Even and followed that with Round Two. Then, in an email, Andy Bartlett pointed out that my new round function fails for some large values of x between flintmax/2 and flintmax.... read more >>

Round, With Tie Breakers, Round Two

I published Round, With Ties to Even a couple of days ago. Steve Eddins and Daniel Dolan immediately had substantive comments. Here is my reaction to their comments.... read more >>

Round, With Ties to Even 2

We are considering a MATLAB Enhancement Request to support options for round(x) when x is exactly halfway between two integers.... read more >>

CR and CAB, Rank Revealing Matrix Factorizations 5

The rank of a linear transformation is a fundamental concept in linear algebra and matrix factorizations are fundamental concepts in numerical linear algebra. Gil Strang's 2020 Vision of Linear Algebra seeks to introduce these notions early in an introductory linear algebra course.... read more >>

Holiday Greetings 2020

I want to share some colorful images featuring the seven colors in the MATLAB axes color order.... read more >>

A Famous Equation, x^2 = 2^x

A recent episode of the popular YouTube channel "blackpenredpen" is about solutions to the famous equation... read more >>

Paul Saylor, 1939-2020 1

My friend Paul Saylor passed away on November 7th.... read more >>

Anticipating Official U.S. Census for 2020 2

On October 13, the U.S. Supreme Court ruled that the U.S. Census Bureau could stop the 2020 census early. Here is a link to just one of many recent news articles about the census, New York Times.... read more >>

Notes on CR and west0479 4

My post a few days ago, Gil Strang and the CR Matrix Factorization, generated a lot of email. Here is the resulting follow-up to that post.... read more >>

Gil Strang and the CR Matrix Factorization 4

My friend Gil Strang is known for his lectures from MIT course 18.06, Linear Algebra, which are available on MIT OpenCourseWare. He is now describing a new approach to the subject with a series of videos, A 2020 Vision of Linear Algebra. This vision is featured in a new book, Linear Algebra for Everyone.... read more >>

Posts 61 - 70 of 306

These postings are the author's and don't necessarily represent the opinions of MathWorks.