lisper$44958$ - tradução para grego
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lisper$44958$ - tradução para grego

AMERICAN ACADEMIC
The Little Lisper; The Little Schemer; Daniel Paul Friedman

lisper      
n. τραυλίζων

Definição

Common Lisp
<language> A dialect of Lisp defined by a consortium of companies brought together in 1981 by the {Defence Advanced Research Projects Agency} (DARPA). Companies included Symbolics, Lisp Machines, Inc., {Digital Equipment Corporation}, Bell Labs., Xerox, Hewlett-Packard, Lawrence Livermore Labs., Carnegie-Mellon University, Stanford University, Yale, MIT and USC Berkeley. Common Lisp is lexically scoped by default but can be dynamically scoped. Common Lisp is a large and complex language, fairly close to a superset of MacLisp. It features lexical binding, data structures using defstruct and setf, closures, multiple values, types using declare and a variety of numerical types. Function calls allow "&optional", keyword and "&rest" arguments. Generic sequence can either be a list or an array. It provides formatted printing using escape characters. Common LISP now includes CLOS, an extended LOOP macro, condition system, pretty printing and logical pathnames. Implementations include AKCL, CCL, CLiCC, CLISP, CLX, CMU Common Lisp, DCL, KCL, MCL and WCL. Mailing list: <common-lisp@ai.sri.com>. {ANSI Common Lisp draft proposal (ftp://ftp.think.com/public/think/lisp:public-review.text)}. ["Common LISP: The Language", Guy L. Steele, Digital Press 1984, ISBN 0-932376-41-X]. ["Common LISP: The Language, 2nd Edition", Guy L. Steele, Digital Press 1990, ISBN 1-55558-041-6]. (1994-09-29)

Wikipédia

Daniel P. Friedman

Daniel Paul Friedman (born 1944) is a professor of Computer Science at Indiana University in Bloomington, Indiana. His research focuses on programming languages, and he is a prominent author in the field.

With David Wise, Friedman wrote a highly influential paper on lazy programming, specifically on lazy streams (ICALP 1976). The paper, entitled "Cons should not evaluate its arguments," is one of the first publications pushing for the exploration of a programming style with potentially infinite data structures and a form of programming that employs no computational effects (though programs may diverge). Over the 1970s, Friedman and Wise explored the topic in depth and also considered extensions to the world of parallel computing.

In the 1980s, Friedman turned to the study of the Scheme programming language. He explored the use of macros for defining programming languages; with Eugene Kohlbecker, Matthias Felleisen, and Bruce Duba, he co-introduced the notion of hygienic macros in a 1986 LFP paper that is still widely cited today. With Christopher T. Haynes and Mitchell Wand, he simultaneously studied the nature of continuation objects, their uses, and the possibilities of constraining them. Following that, Friedman and Felleisen introduced a lambda calculus with continuations and control operators. Their work has spawned work on semantics, connections between classical logic and computation, and practical extensions of continuations.

Friedman is also a prolific textbook author. His first textbook, The Little LISPer, dates back to 1974 and is still in print in its fourth edition, now called The Little Schemer (with Felleisen). Friedman and Felleisen wrote three more "little" books in the 1990s: The Little MLer, The Seasoned Schemer, and A Little Java, A Few Patterns.

Friedman is also the lead author of Essentials of Programming Languages, a textbook on programming languages. As such, it changed the landscape of language textbooks in the 1980s, shifting the focus from surveys of languages to the study of principles via series of interpreters. Today's textbooks on this topic tend to follow this organization, employing operational semantics and type theory instead of interpreters. Like The Little LISPer, Essentials of Programming Languages is a long-living book and is in its third edition now.

Most recently, Friedman resumed work on his "Little" series with The Reasoned Schemer (with William E. Byrd and Oleg Kiselyov), explaining logic programming via an extension of Scheme, and with The Little Prover (with Carl Eastlund), introducing inductive proofs as a way to determine facts about computer programs.