“All the little bits”
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“dMonica in my life”
All the little bits by my side…
“All the, derivatives. True care. Truth brings.”
I have finally discovered my niche content: math texts that are irreverent and also defiantly uncomplicated.
Math is never irrelevant
Irreverent not irrelevant
A little confused, but they’ve got the spirit.
What’s this about the ears on an elephant?
Thank you for this beautiful example of using “defiantly” correctly!
He defiantly used it properly, definitely.
Read “a mathematicians lament”, by Paul Lockhart. It was originally a short essay (25 pages you can find free online), but expanded into a book that I haven’t read yet.
In a similar vein is Shape, by Jordan Ellenberg.
I read a short paper called “Lockheart’s Lament”, but I didn’t realize he had expanded on it. I might have cried about that one. Thanks for the reccomendations!
There was a lovely computer science book for kids I can’t remember the name of, and it was all about the evil jargon trying to prevent people from mastering the magical skills of programming and algorithms. I love these approaches. I grew up in an extremely non/anti-academic environment, and I learned to explain things in non-academic ways, and it’s really helped me as an intro lecturer.
Jargon is the mind killer. Shorthands are for the people who have enough expertise to really feel the depths of that shorthand and use it to tickle the old familiar neurons they represent without needing to do the whole dance. It’s easy to forget that to a newcomer, the symbol is just a symbol.
I must not use jargon.
Jargon is the mind-killer.
Jargon is the little-death that brings total confusion. I will face the jargon. I will permit it to pass over me and through me. And when it has gone past I will turn the inner eye to see its path. Where the jargon has gone there will be clarity. Only sense will remain.
Jargon is the little-death
Somewhere in France someone is getting really excited about learning jargon.
I would’ve absolutely paid more attention in maths if the learning material was this utterly contemptuous of “ordinary mathematicians” haha
also full Project Gutenberg text is here https://calculusmadeeasy.org/, thanks for sharing!
I’m a chemical engineer and I now better understand calculus slightly better from this post. I did a whole lot of “okkayyy …let’s just stick to the process and wait for this whole thing to blow over”
I know what they were asking me to do but I never really fully understood everything.
I also studied chemical engineering, and throughout high school and university that was exactly it. Calculus was a kind of magic, and you just had to learn all the spells.
With this book I finally understood why the derivative of x^2 is 2x.
Ok I’m no mathematician but I’ll still can’t see why d(x^2) = 2x.
This exact explanation is in the book: https://calculusmadeeasy.org/4.html
I tried to figure it out myself back in high school but the best I came up with is X^2 -->2x because it just fucking does.
okkayyy…let’s just stick to the process and wait for this whole thing to blow over
This is such a classic engineer brain solution to the problem. It just warms my heart.
When I started algebra in something like 5th grade I had a huge issue with f(x) and the best answer my teacher gave me was that “the equation is a function of x” and couldn’t explain it differently and I couldn’t get over the fact that we are not multiplying whatever f is by X. “If we’re going to set precedent with notation at least be fucking consistent” - 5th grade me probably
