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Radford, Luis; Puig, Luis – Educational Studies in Mathematics, 2007
Before the advent of symbolism, i.e. before the end of the 16th Century, algebraic calculations were made using natural language. Through a kind of metaphorical process, a few terms from everyday life (e.g. thing, root) acquired a technical mathematical status and constituted the specialized language of algebra. The introduction of letters and…
Descriptors: Syntax, Problem Solving, Algebra, Semiotics
Mottron, L.; Lemmens, K.; Gagnon, L.; Seron, X. – Journal of Autism and Developmental Disorders, 2006
The possible use of a calendar algorithm was assessed in DBC, an autistic "savant" of normal measured intelligence. Testing of all the dates in a year revealed a random distribution of errors. Re-testing DBC on the same dates one year later shows that his errors were not stable across time. Finally, DBC was able to answer "reversed" questions that…
Descriptors: Autism, Intelligence Tests, Mental Disorders, Problem Solving
Rich, Albert D.; Stoutemyer, David R. – Creative Computing, 1979
The internal operations of this computer symbolic mathematics system are described in detail in order to explain the accomplishments of the computer. (MP)
Descriptors: Algebra, Computation, Computer Programs, Computer Science
Piel, John A.; Green, Michael – Focus on Learning Problems in Mathematics, 1994
Argues that intuitive and computational knowledge can be combined by focusing more explicitly on referential and quantitative meanings in division of fractions problems. Recommends teaching mathematics as problem solving, communication, reasoning, and connections to help students overcome misunderstandings and connect their intuitive knowledge…
Descriptors: Computation, Division, Education Majors, Fractions

Boyd, David W. – Journal of Economic Education, 1998
Illustrates how a computer software symbolic-processing program can be easily incorporated into an advanced undergraduate microeconomics course. Symbolic-processing programs are relatively sophisticated software packages that combine numeric, symbolic, and graphic computation in a single unified computing environment. Includes examples of…
Descriptors: Computation, Computer Assisted Instruction, Computer Uses in Education, Courseware