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homotopy$506022$ - translation to italian
UNIVERSAL BUNDLE DEFINED ON A CLASSIFYING SPACE
Homotopy quotient; Homotopy orbit space
homotopy
n. omotopia, rapporto che esiste fra due rilevamenti in uno spazio topografico se uno dei due può essere continuamente distorto in modo da coincidere col secondo (matematica)
Definition
Haskell
<language> (Named after the logician Haskell Curry) A lazy
purely functional language largely derived from Miranda
but with several extensions. Haskell was designed by a
committee from the functional programming community in April
1990. It features static polymorphic typing, {higher-order
functions}, user-defined algebraic data types, and
pattern-matching list comprehensions. Innovations include
a class system, systematic operator overloading, a
functional I/O system, functional arrays, and {separate
compilation}.
Haskell 1.3 added many new features, including monadic I/O,
standard libraries, constructor classes, labeled fields in
datatypes, strictness annotations, an improved module
system, and many changes to the Prelude.
Gofer is a cut-down version of Haskell with some extra
features.
Filename extension: .hs, .lhs (literate programming).
http://haskell.org/.
["Report on the Programming Language Haskell Version 1.1",
Paul Hudak & P. Wadler eds, CS Depts, U Glasgow and Yale U.,
Aug 1991 ].
[Version 1.2: SIGPLAN Notices 27(5), Apr 1992 ].
{Haskell 1.3 Report
(http://haskell.cs.yale.edu/haskell-report/haskell-report.html) }.
Mailing list: <haskell-request@cs.yale.edu>.
Yale Haskell - Version 2.0.6, Haskell 1.2 built on {Common
Lisp}.
ftp://nebula.cs.yale.edu/pub/haskell/yale/.
Glasgow Haskell (GHC) - Version 2.04 for DEC Alpha/OSF2;
HPPA1.1/HPUX9,10; SPARC/SunOs 4, Solaris 2;
MIPS/Irix 5,6; Intel 80386/Linux,Solaris
2,FreeBSD,CygWin 32; PowerPC/AIX. GHC generates C
or native code.
ftp://ftp.dcs.glasgow.ac.uk/pub/haskell/glasgow/.
E-mail: <glasgow-haskell-request@dcs.glasgow.ac.uk>.
Haskell-B - Haskell 1.2 implemented in LML, generates
native code.
ftp://ftp.cs.chalmers.se/pub/haskell/chalmers/.
E-mail: <hbc@cs.chalmers.se>.
(1997-06-06)
Wikipedia
Universal bundle
In mathematics, the universal bundle in the theory of fiber bundles with structure group a given topological group G, is a specific bundle over a classifying space BG, such that every bundle with the given structure group G over M is a pullback by means of a continuous map M → BG.
