derivation - . 1. the process of constructing a formula or equation from other formulas or equations.the process of constructing a formula or equation from other formulas or equations. 2. see DIFFERENTIATION.see DIFFERENTIATION. 3. more generally, any ring homomorphism that satisfies the Leibnitz rule. That is, a linear operator defined on a ring such that (fg) = (f)g + f(g), where f and g are elements of the ring. If is the derivative and f and g are functions, this requirement is the ordinary product rule for differentiation.more generally, any ring homomorphism that satisfies the Leibnitz rule. That is, a linear operator defined on a ring such that (fg) = (f)g + f(g), where f and g are elements of the ring. If is the derivative and f and g are functions, this requirement is the ordinary product rule for differentiation. Computer Science. a diagram, list of steps, or tree structure that shows how a sentence in a language is derived from a grammar by the application of grammar rules. ;
дс тдрлими цюлютдажкию дроемжки аиакиохдйис лидр
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