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Language peer sets for UBASIC:
Designed 1991
1990s languages
Fifth generation
Post-Cold War
Numerical Scientific
Numerical Scientific/1991
Numerical Scientific/jp


Symbolic maths BASIC 

alternate simple view
Country: Japan
Designed 1991
Published: 1991
Sammet category: Numerical Scientific

Prof. Yuji Kida, Department of Mathematics Rikkyo University

BASIC  extended for symbolic mathematics and number theory. Includes bignums, fractions, complex numbers and polynomials, integer factorization.

Related languages
BASIC UBASIC   Extension of

  • Reviewed by W.D. (1991) Reviewed by W.D. Neumann, Notices of AMS (Mar 1991).
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