See at (def 4).
noun, Mathematics. 1. a theorem that gives conditions under which a function written in implicit form can be written in explicit form.
[im-plis-it] adjective 1. implied, rather than expressly stated: implicit agreement. 2. unquestioning or unreserved; absolute: implicit trust; implicit obedience; implicit confidence. 3. potentially contained (usually followed by in): to bring out the drama implicit in the occasion. 4. Mathematics. (of a function) having the dependent variable not explicitly expressed in terms of the independent variables, […]
- Implicit parallelism
parallel A feature of a programming language for a parallel processing system which decides automatically which parts to run in parallel. The best way of providing implicit parallelism is still (1995) an active research topic. The problem is to generate the right number of parallel tasks of the right size (or “granularity”). Too many tasks […]
- Implicit type conversion
programming (Or “coercion”) The abilty of some compilers to automatically insert type conversion functions where an expression of one type is used in a context where another type is expected. A common example is coercion of integers to reals so that an expression like sin(1) is compiled as sin(integerToReal(1)) where sin is of type Real […]