Structure and Interpretation of Computer Programs, Second Edition (ePub)

by ieure • 16 years ago

128 21 16 years ago

itistoday2• 16 years ago

Any way of either converting this to PDF or getting it into something Kindle can read?

It's OK... Looks like it might be good for reading on an iPhone, not an iPad. Are the pages supposed to be this tiny or did the converter not do a very good job?

sjs• 16 years ago

If you have a bit of time it's not that hard to convert a simple ePub file to a single Kindle-friendly HTML file, since ePub is already HTML. Use your favourite HTML library in your favourite scripting language to pull out the contents of the <body> elements in each chapter, catenate them, throw a ToC at the top if you want, e-mail it to your Kindle, and read.

itistoday2• 16 years ago

It's a binary file.

Edit: Ah, just a zip file. Change the extension to .zip and you're good to go. :-)

mahmud• 16 years ago

Question to you Kindle folks; it is possible to view 3rd party books that aren't bought from the Amazon online store?

What about scanned PDF? DJVUs? Postscript? and how good is HTML support (images?)

tjakab• 16 years ago

Calibre - http://calibre-ebook.com/ will convert the epub into a mobi file just fine, which can then be read on the Kindle.

Sephr• 16 years ago

EPUB reflows so it should look great on the iPhone and iPad via apps that support it. PDF is a terrible format for eBooks.

zitterbewegung• 16 years ago

http://www.scribd.com/doc/15556326/Structure-and-Interpretat... is a pdf version made from the texinfo source.

joubert• 16 years ago

If you put it on Fifobooks (my startup), our platform automatically converts it so it is downloadable for Kindle as well.

You can set the price to free.

futuremint• 16 years ago

It was easy to grab an ePub reader from the Android app market to read this on my phone. I still need to plug my iPad into my computer to "sync" the file to the iPad to read it in iBooks. This is lame IMHO. Back on topic, this is a great book. It got me into Scheme when I first read it 5 years ago (I didn't attend MIT unfortunately)

ieure2• 16 years ago

If you put the URL into Safari on your iPad, it should prompt you to open it in iBooks.

olifante• 16 years ago

doesn't work for me. It only offers to open the .epub file in Stanza or GoodReader. iBooks is not shown as a possible choice.

qhoxie• 16 years ago

I've been using the scribd version of SICP. Last I saw the ipad version looked great too.

http://www.scribd.com/doc/15556326/Structure-and-Interpretat...

mak120• 16 years ago

One of my all time favourite CS books. I especially liked the Alan J. Perlis quote at the start.

santry• 16 years ago

A set of video lectures of the corresponding MIT course are available at

http://groups.csail.mit.edu/mac/classes/6.001/abelson-sussma...

I just started watching them for fun the other day. They're really fascinating.

prog• 16 years ago

If there is one book that made me think differently about programming its this one.

Oh I did know common lisp, and other languages like C/C++, Python etc. But till then it was all about language features being built in for me. Which is all good and useful.

Only problem is that I didn't realize that all this can be built upon some very simple fundamental concepts. So when this book started with _only_ car, cdr and lambda and built all sorts of higher level things out of it, it was a real eye opener and I actually came to appreciate the value of a small simple core in a language.

I saw the videos before I read the book. That was helpful.

mononcqc• 16 years ago

even cons, car and cdr can be done with lambda, which adds to the mind bending.

    > (define (cons a b) (lambda (f) (f a b)))
    > (define (car c) (c (lambda (a b) a)))
    > (define (cdr c) (c (lambda (a b) b)))
    > (car (cdr (cons 1 (cons 2 (cons 3 '())))))
    2

eru• 16 years ago

And of course, even lambda is unnecessary. Using two combinators, customarily called s and k suffices:

  k x y = x
  s x y z = x z (y z)

This system is called the SKI-calculus (http://en.wikipedia.org/wiki/SKI_combinator_calculus). The I in SKI stands for the identity, and can be expressed in terms of s and k.

As an example, here is the y-combinator:

  y = s s k (s (k (s s (s (s s k)))) k)

silentbicycle• 16 years ago

Do the exercises!

I know reading SICP blew your mind, but...do the exercises! Prove you actually know what you think you know - and when you the details make you struggle, work it out. :)

Structure and Interpretation of Computer Programs, Second Edition (ePub)

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