Местами очень смешно

1970 — Niklaus Wirth creates Pascal, a procedural language. Critics immediately denounce Pascal because it uses "x := x + y" syntax instead of the more familiar C-like "x = x + y". This criticism happens in spite of the fact that C has not yet been invented.

1986 — Brad Cox and Tom Love create Objective-C, announcing "this language has all the memory safety of C combined with all the blazing speed of Smalltalk." Modern historians suspect the two were dyslexic.

http://james-iry.blogspot.com/2009/05/brief-incomplete-and-mostly-wrong.html

Здравствуйте, z00n, Вы писали:

Z>Местами очень смешно

Ага, как раз собрался запостить на КЫВТ, выбравшись из-под стола, а тут уже

1990 — A committee formed by Simon Peyton-Jones, Paul Hudak, Philip Wadler, Ashton Kutcher, and People for the Ethical Treatment of Animals creates Haskell, a pure, non-strict, functional language. Haskell gets some resistance due to the complexity of using monads to control side effects. Wadler tries to appease critics by explaining that "a monad is a monoid in the category of endofunctors, what's the problem?"

Здравствуйте, deniok, Вы писали:

D>Здравствуйте, z00n, Вы писали:

Z>>Местами очень смешно

D>Ага, как раз собрался запостить на КЫВТ, выбравшись из-под стола, а тут уже

D>

D>1990 — A committee formed by Simon Peyton-Jones, Paul Hudak, Philip Wadler, Ashton Kutcher, and People for the Ethical Treatment of Animals creates Haskell, a pure, non-strict, functional language. Haskell gets some resistance due to the complexity of using monads to control side effects. Wadler tries to appease critics by explaining that "a monad is a monoid in the category of endofunctors, what's the problem?"

Ну и кстати сам Вадлер ответил достойно:

I'm delighted to learn that "a monad is a monoid in the category of endofunctors"---anyone know where I can find a good tutorial?

Здравствуйте, z00n, Вы писали:

Понравилось . И про scala и про java/c#.

Здравствуйте, deniok, Вы писали:


D>Ну и кстати сам Вадлер ответил достойно:
D>

D>I'm delighted to learn that "a monad is a monoid in the category of endofunctors"---anyone know where I can find a good tutorial?

Ага, и ему там уже кинули линк на видео-лекции по монадам
http://www.youtube.com/watch?v=9fohXBj2UEI

You will always get what you always got
  If you always do  what you always did