The Best Textbooks on Every Subject
lesswrong.com
lesswrong.com
2. You must have read at least two other textbooks on
that same subject.
3. You must briefly name the other books you've read on
the subject and explain why you think your chosen
textbook is superior to them.
Rules #2 and #3 are to protect against recommending a bad
book that only seems impressive because it's the only
book you've read on the subject.The best text on learning how to draw is a copy of Preston Blair's book(s) on drawing for animation. However that's only half the equation, because it lacks exercises. So you need to go to http://johnkcurriculum.blogspot.com/2009/12/preston-blair-le... and do what he tells you to. They will seem stupid at first. But trust John; a significant percentage of the talent in the Hollywood tv animation scene learnt their craft under his harsh tutelage.
Other textbooks on drawing I've read: Drawing on the Right Side of the Brain, Figure Drawing for All It's Worth, The Vilppu Drawing Manual, The Animator's Workbook.
The combination of Preston Blair (long considered THE classic text on drawing for animation) and John K's exercises will VERY RAPIDLY teach you how to look at things,mbreak them down into simple shapes, and draw them convincingly. Other texts teach this but few start with the super-solid, super-simple cartoon art found in 1940s cartoons; you're immediately thrown into trying to break down a human body, or a car, or whatever, into shapes you don't understand yet. The simple characters wear their construction on their sleeves, so it's easy for you to understand it and learn.
Recommendations on learning/understanding something logically, and recommending a book based on how to learn how to do something can be very different.
I've read all of these art books (except Vilppu's), and I DON'T think the best text on how to learn how to draw is a copy of Preston Blair's books.
For me personally, I got the most advancement through Loomis' Figure Drawing For What It's Worth. I spent a lot time going over diagrams in the book. It transformed the way I approached drawing Other people, (especially people who get into art with no prior experience) swear by Drawing on the Right Side of the Brain.
In this case, a lot of what you think the best text would be depends on which way you prefer to draw. I like figure drawing mostly, so I learn towards Loomis and Hogarth. Someone who likes general life/possibly painting would prefer Drawing on the Right Side of the Brain. Someone who prefers animation, would definitely love Preston Blair's books (and possibly Fun with a Pencil).
I think not only a good book recommendation is useful, but a good useful explanation needs to go hand in hand with it.
(And honestly the real value here is John's exercises; you can get almost as much value out of them by freeze-framing great cartoons and drawing off of them. In fact I know for a while he was trying to package his course into a book, copiously illustrated with examples from the classic cartoons to work from, but ran into rights issues.)
Loomis is awesome too, I learnt a hell of a lot from him. I also learnt a lot from Bridgman's "Constructive Anatomy". But I feel the simple starting point of John's exercises for the Blair book really make it a great place to begin, and work up from.
(Of course I may be biased, as as I'm a cartoonist who's passed through Spümcø.)
I would stay away from Vilppu if I was a beginner — it's not that fun, and Drawing On the Right Side is very nice to "get" how to draw from reality. But I think those books (and the two others) should come way after !
Older book, like "The Practice and Science of Drawing" can be educating to read, but clearly not as first or second books, more to learn how drawing had been teached, and find things that show you more rigor (in an academic way).
Back in college, there were a few courses where my own professor's lectures were difficult to follow. I almost always was able to find additional material and often full PowerPoint decks from equivalent courses at other universities to help out.
This is a great way to find good texts. A wrinkle I add is to check the prerequisites for a course and repeat the process for each prerequisite till you have an ordered list of texts. Working through a text is much easier if you have nailed the pre requisites.
I usually flipped through them, and picked up a few things, but in the end I realized I had to really understand linear algebra, or number theory, or whatever, to really grok what was going on.
Now I knew I needed these prerequisites and why, not that someone just told me so. This motivated me a lot more to get through (or nail) the prerequisites.
Book: http://www.amazon.com/Introduction-Linear-Algebra-Fourth-Edi...
Lecture: http://ocw.mit.edu/courses/mathematics/18-06-linear-algebra-...
"Matrix Analysis and Applied Linear Algebra"
http://www.amazon.com/Matrix-Analysis-Applied-Algebra-Soluti...
It's very clearly written and all the proofs are not too long nor too short. It pretty quickly goes through all the stuff Strang covers and moves on to more difficult things.
An extra nice thing: the book's chapters are available for free --- for downloading and viewing, and not for other uses --- from the book's website: http://matrixanalysis.com
This list has a recommendation for Introduction to Tonal Theory over Piston's Harmony. I am not familiar with the former, but I found Walter Piston's books to be fascinating and generally very good. It's an older book and so, as I've found with most textbooks from its time, it is somewhat lacking in explanations of certain examples– but then, the internet will supply you with more than you need if you're already reading the material.
One of the nice parts of Piston's Harmony is that it makes for good bedside reading if you have a cursory knowledge of theory. You'll have many aha! moments for very little effort. Additionally, it's an excellent reference. I find myself consulting it from time to time.
Edit: One reviewer who has used the 3rd to 5th editions prefers the fourth one, which is less terse than the 3rd one.
I bought this as a sophomore in high school and was completely blown away by it. The chapter on PLLs alone is worth the price of the book.
Draw the diagrams (freehand!), do the math (on paper, not with a calculator!), do the examples.
It's dense because it's complete (for the time, there's a lot of stuff that's missing for modern world) and it's terse because you're supposed to be doing the work at the same time.
And, if you really want to get in depth understanding you buy the AoE Lab-book and build stuff while you're reading the main text.
Yes, that's sort of the point. ;) Most textbooks that contain a lot of math and science-y stuff are that way. Also, you don't have to read a textbook cover to cover - I know I didn't in college.
For instance, a user recommending CLRS over TAOCP is an odd piece of advice, since TAOCP is distinctly not a textbook. The user purports to have read TAOCP, an assertion with a low prior-probability.
Unfortunately, I do not think we can rely on the advice of anonymous internet contributors. With no way to enforce the rules, LessWrong fails to do due diligence and is merely spreading the opinions of those that reply.
So, to remedy that, I would add a 4th rule: You must state where your authority on the subject, and on the choice of textbooks comes from.
First of all, why would'nt you consider TAOCP a text book on algorithms? Are you trying to discredit discredit the recommender by supplying your own biases? If TAOCP is not a textbook and CLRS is and you provide no arguments against CLRS, why would you come to the conclusion that the contribution is poor? "LessWrong" has it's faults but the disclaimers that it provides is pretty clear and wouldn't you consider it worse if it interjected with it's own opinions?
If we need to listen to an authority "who has surveyed the field", would Knuth be such an authority and his recommendations contained in TAOCP be something you would recommend?
Are any of the criticisms of TAOCP wrong? ("Knuth's TAOCP is wonderful but: very, very long; now rather outdated in the range of algorithms it covers; describes algorithms with wordy descriptions, flowcharts, and assembly language for a computer of Knuth's own invention. When you need Knuth, you really need Knuth, but mostly you don't.")
"Has read TAOCP" has low prior, but after reading this I have >50% confidence that the poster has read enough TAOCP to meaningfully compare it.
I quite like the Quantum Physics sequence. http://wiki.lesswrong.com/wiki/Sequences#The_Quantum_Physics...
The piece was extremely unfounded, writing off at the beginning of the article because of that critique was a bad idea.
Subject: Startups
Recommendation: The Four Steps to the Epiphany by Steven Gary Blank
Reason: It's a highly practical guide/blueprint on taking new startups to market.
http://www.amazon.co.uk/Four-Steps-Epiphany-Steven-Blank/dp/... & first three chapters: http://www.stanford.edu/group/e145/cgi-bin/winter/drupal/upl...
"I had nearly five thousand volumes in my library at Rome; but after reading them over many times, I found out that with one hundred and fifty well-chosen books a man possesses, if not a complete summary of all human knowledge, at least all that a man need really know. I devoted three years of my life to reading and studying these one hundred and fifty volumes, till I knew them nearly by heart; so that since I have been in prison, a very slight effort of memory has enabled me to recall their contents as readily as though the pages were open before me. I could recite you the whole of Thucydides, Xenophon, Plutarch, Titus Livius, Tacitus, Strada, Jornandes, Dante, Montaigne, Shakespeare, Spinoza, Machiavelli, and Bossuet. I name only the most important." -- Abbe Faria, Chapter 16. A Learned Italian.
-Robert A. Heinlein
Once you have both of those down (and have the requisite linear algebra / probability background), read the texts by Proakis and Gallager. They are very math heavy, (but also very precise and thorough) and though often recommended by university professors, definitely not a good introduction to the subject.
recommendation on the basis of grad-level studies and research on communication / signal processing.
Organic chemistry is like a spatial algebra. It's so weird, but it makes a lot of sense when you really begin to grok it.
http://web.archive.org/web/20010616232238/http://www.canonic...
Why aren't there any good recommendations for High School Algebra and Algebra II, since the CAL college system requires both?
Its pretty much the best textbook I've ever owned.
Textbooks are cripplingly sparse. They yak and yak and yak for a few pages on a concept you're figured out from the first sentence.
I would like a zoomable textbook. One which presents you a list of tl;dr explanations about every topic covered (one-two pages per book), but you may click on any topic and get a thorough description of it, and then I can click on any claim in that and get more specialized information and so on down to turtles.
I would like articles that way too.
It is designed around this "zoomable" principle.
Coincidentally, the "zoomable" aspect was inspired by some of Elizer Yudkowsky's posts who I believe is a founder of LessWrong.
Then the next paragraph can be a more accurate lead.
The the content list; then the contents.
Your zoomable book idea is a good one. I'd prefer authority with good cites over crowd-sourced with semi-random citing.
http://www.ted.com/talks/malcolm_gladwell_on_spaghetti_sauce...
Anyways, I should have known better than to just throw that out there. My bad.