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Reading TAoCP

Playing with The Art (by Andrei Formiga)

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Reading TAoCP | readingtaocp.wordpress.com Reviews
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Playing with The Art (by Andrei Formiga)
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1 reading taocp
2 though
3 induction
4 recursion
5 leave a comment
6 which presents j
7 cmath
8 case
9 class
10 stepparams
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Reading TAoCP | readingtaocp.wordpress.com Reviews

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Playing with The Art (by Andrei Formiga)

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1

2008 September 13 « Reading TAoCP

https://readingtaocp.wordpress.com/2008/09/13

Playing with The Art. Markov algorithms in Scala. Now here’s the Scala code for Markov algorithms. I mostly followed the form of the Haskell code. Except for string processing, which is done with StringBuilders to improve performance. Definitely a premature optimization. 1) { s.replace(i, i p.theta.length, p.phi) true. Step = params.length) word.toString else. ReplaceIfPossible(params(step), word) execLoop(word, params(step).b) else. ExecLoop(word, params(step).a) } def. StringBuilder(in), 0) } object.

2

2008 August 25 « Reading TAoCP

https://readingtaocp.wordpress.com/2008/08/25

Playing with The Art. The Art of Computer Programming. I’m reading Knuth. 8216;s masterpiece The Art of Computer Programming. For real, this time. I’ll log some notes about my efforts here. Due to Real Life obligations, it will have to proceed in a quiet fashion, and many moons shall pass between posts. Such is life. August 25, 2008. Posted by Andrei Formiga. This is where I collect some notes about Knuth’s The Art of Computer Programming. As I read it. Sec 12.1: Mathematical Induction.

3

Sec. 1.2.1: Mathematical Induction « Reading TAoCP

https://readingtaocp.wordpress.com/2008/09/17/sec-121-mathematical-induction

Playing with The Art. Sec 12.1: Mathematical Induction. This section presents the induction principle for proofs, with good examples. I actually read this section carefully. There’s even a quick discussion about using induction for proving correctness of programs, using some kind of Floyd-Hoare logic. Exercises are quite good, as usual. This being a book about algorithms, there’s no mention to the recursion theorem. September 17, 2008. Posted by Andrei Formiga. Leave a Reply Cancel reply. As I read it.

4

Markov algorithms in Scala « Reading TAoCP

https://readingtaocp.wordpress.com/2008/09/13/markov-algorithms-in-scala

Playing with The Art. Markov algorithms in Scala. Now here’s the Scala code for Markov algorithms. I mostly followed the form of the Haskell code. Except for string processing, which is done with StringBuilders to improve performance. Definitely a premature optimization. 1) { s.replace(i, i p.theta.length, p.phi) true. Step = params.length) word.toString else. ReplaceIfPossible(params(step), word) execLoop(word, params(step).b) else. ExecLoop(word, params(step).a) } def. StringBuilder(in), 0) } object.

5

2008 September 17 « Reading TAoCP

https://readingtaocp.wordpress.com/2008/09/17

Playing with The Art. Sec 12.1: Mathematical Induction. This section presents the induction principle for proofs, with good examples. I actually read this section carefully. There’s even a quick discussion about using induction for proving correctness of programs, using some kind of Floyd-Hoare logic. Exercises are quite good, as usual. This being a book about algorithms, there’s no mention to the recursion theorem. September 17, 2008. Posted by Andrei Formiga. Sec 12: Mathematical Preliminaries. Create ...

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Reading TAoCP

Playing with The Art. Sec 12.1: Mathematical Induction. This section presents the induction principle for proofs, with good examples. I actually read this section carefully. There’s even a quick discussion about using induction for proving correctness of programs, using some kind of Floyd-Hoare logic. Exercises are quite good, as usual. This being a book about algorithms, there’s no mention to the recursion theorem. September 17, 2008. Posted by Andrei Formiga. Sec 12: Mathematical Preliminaries. Except ...

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