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ALGOL Y information


ALGOL Y was the name given to a speculated successor for the ALGOL 60 programming language that incorporated some radical features that were rejected for ALGOL 68 and ALGOL X. ALGOL Y was intended to be a "radical reconstruction" of ALGOL.

One such feature was the possibility to construct new proc mode's at run-time, which was criticized as the "ability to modify its own programs at run time" while, on the other hand, it would have brought ALGOL Y to the same level of expressiveness as LISP.

"Initially the proposal for an update to Algol was Algol X, with Algol Y being the name reserved for the corresponding metalanguage. Van Wijngaarden produced a paper for the 1963 IFIP programming language committee, entitled “Generalized Algol,” which contained the basic concepts which were eventually incorporated into Algol 68."[1]

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ALGOL Y

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features that were rejected for ALGOL 68 and ALGOL X. ALGOL Y was intended to be a "radical reconstruction" of ALGOL. One such feature was the possibility...

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ALGOL

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ALGOL (/ˈælɡɒl, -ɡɔːl/; short for "Algorithmic Language") is a family of imperative computer programming languages originally developed in 1958. ALGOL...

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ALGOL 60

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ALGOL 60 (short for Algorithmic Language 1960) is a member of the ALGOL family of computer programming languages. It followed on from ALGOL 58 which had...

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ALGOL X

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languages ALGOL 60 and ALGOL 68. It attempted to find a "short-term solution to existing difficulties". ALGOL N and ALGOL W were two other ALGOL versions...

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ALGOL 68

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minority report on 23 December 1968. ALGOL 60 ALGOL Y ALGOL N ALGOL 68C C (programming language) C++ Comparison of ALGOL 68 and C++ Bourne shell Bash (Unix...

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Relational operator

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(X=X+1 should be impossible). International Algebraic Language (IAL, ALGOL 58) and ALGOL (1958 and 1960) thus introduced := for assignment, leaving the standard...

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ALGO

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which most ALGOL implementations are based. As a result, ALGO and other early ALGOL-related languages have a very different syntax from ALGOL 60. Here is...

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List of programming languages

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F G H I J K L M N O P Q R S T U V W X Y Z See also A.NET (A#/A sharp) A-0 System A+ (A plus) ABAP ABC ABC ALGOL ACC Accent (Rational Synergy) Ace Distributed...

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Van Wijngaarden grammar

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formalism invented by Adriaan van Wijngaarden for the purpose of defining the ALGOL 68 programming language. The resulting specification remains its most notable...

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Tony Hoare

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and Calculi, which specified, maintains, and supports the languages ALGOL 60 and ALGOL 68. He became the Professor of Computing Science at the Queen's University...

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List of programmers

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Backhouse – computer program construction, algorithmic problem solving, ALGOL John Backus – Fortran, BNF Lars Bak – virtual machine specialist Richard...

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Peter Landin

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who taught him ALGOL 60 and hence facilitated his expression of powerful recursive algorithms: "Around Easter 1961, a course on ALGOL 60 was offered in...

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Operator overloading

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are limited to a predefined set. The ALGOL 68 specification allowed operator overloading. Extract from the ALGOL 68 language specification (page 177)...

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Brian Randell

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Electric from 1957 to 1964 where he was working on compilers. His work on ALGOL 60 is particularly well known, including the development of the Whetstone...

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Union type

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debt to Algol 68, although it did not, perhaps, emerge in a form that Algol's adherents would approve of. The central notion I captured from Algol was a...

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Burroughs Large Systems

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in the family was the B5000 in 1961, which was optimized for compiling ALGOL 60 programs extremely well, using single-pass compilers. The B5000 evolved...

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Y Cygni

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Y Cygni is an eclipsing and double-lined spectroscopic binary star system in the constellation of Cygnus. It is located about 4,900 light-years from Earth...

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Thunk

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irregular form of the verb think. It refers to the original use of thunks in ALGOL 60 compilers, which required special analysis (thought) to determine what...

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Lambda calculus

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(\lambda x.x)[y:=y]=\lambda x.(x[y:=y])=\lambda x.x} , and ( ( λ x . y ) x ) [ x := y ] = ( ( λ x . y ) [ x := y ] ) ( x [ x := y ] ) = ( λ x . y ) y {\displaystyle...

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