I can count up to five, I can count to ten
c_eagle
- What Is True Almost Everywhere? --- a discussion of the concept of ``almost everywhere'', a neat footnote to more advanced mathematical proofs.
- Some Facts For The Day --- pointing out a potentially interesting Twitter feed about units of measurement.
- Reading the Comics, April 27, 2014: The Poetry of Calculus Edition --- a collection of mathematics-themed comic books that let me learn how many different books were titled Elements of the Differential and Integral Calculus.
- What Do I Need To Pass This Class? --- reblogging my own entry about how to figure out what you need to get the grade you want.
- What Do I Need To Get An A In This Class? --- reblogging the tables that work out for you what you need to get the grade you want.
- The Math Blog Statistics, April 2014 --- just tracking how well my readership's been doing over there.
- Underground Maps, And Making Your Own --- linking to a putatively educational tool that's just about drawing maps.
- Reading the Comics, May 4, 2014: Summing the Series Edition --- more mathematics comics, including one that gives me excuse to pull out the Von Neumann joke about ``what trick? All I did was sum the infinite series''.
- The ideal gas equation --- reblogging an interesting writer's bit about the derivation of the famous PV = nRT.
- Where Does A Plane Touch A Sphere? --- inspired by my dear bride who was thinking about tangent planes one time.
Trivia: Euler squares --- a superimposition of two Latin squares (where each row and column is a permutation of the same elements), in which no pair of symbols is repeated --- exist for square matrices of all sizes except two-by-two and six-by-six, as proven by Bose, Shrirkhande, and Parker in 1959.
Source: Mathematics: From The Birth Of Numbers, Jan Gullberg.
Currently Reading: The Golem And The Jinni, Helene Wecker.