Version française
Home     About     Download     Resources     Contact us    
Browse thread
A propos de monad
[ Home ] [ Index: by date | by threads ]
[ Search: ]

[ Message by date: previous | next ] [ Message in thread: previous | next ] [ Thread: previous | next ]
Date: -- (:)
From: Jan Skibinski <jans@n...>
Subject: RE: A propos de monad/About monads


On Mon, 4 Oct 1999, Frank A. Christoph wrote:

> Toby Moth has informed me (and given a semi-mystical exposition involving
> the Holy Trinity :) of another notion of "monad" hailing from non-standard
> real analysis, due to the logician Robinson, and in this case it appears
> that the term was in fact derived from Leibniz's ideas. These monads of
> course have nothing to do with the ones from category theory, which are the
> ones relevant for denotational semantics and functional programming.
> 
> --FAC
> 

	As a practitioner of monads you may find this Leibnitz's
	statement interesting:

	"Monads have no windows by which anything goes in or out" 

	Did he predict monadic IO here? :-)

	There are few statements in his "Monadologia" that may
	explain the reasons why the name "monad" was borrowed by the
	category theory.

	Generally, what he wrote about monads might seem laughable
	to us now, but I have some respect to his other philosophical
	thoughts, particularly about time and space (isotropic,
	anisotropic, absolute, relative?). Modern physics considers such
	questions relevant.

 	I also vaguely remember some old text (arabic?) which mentions
	monads as well. The concept of monads might have been much older
	than we think.

	Jan