ETYM Latin deductio: cf. French déduction.
In philosophy, a form of argument in which the conclusion necessarily follows from the premises. It would be inconsistent logic to accept the premises but deny the conclusion.
1. An amount or percentage deducted; SYN. discount.
2. Reasoning from the general to the particular (or from cause to effect); SYN. deductive reasoning, synthesis.
3. Something that is inferred (deduced or entailed or implied); SYN. entailment, implication. + prikaži više

ETYM Latin derivatio: cf. French dérivation. Related to Derive.
The source of a word or expression. English words are derived from a variety of other languages (see borrowing), especially Greek, Latin, Anglo-Saxon, and, after the Norman Conquest, French.
Many current expressions have survived the practices that gave rise to them; they are dead metaphors. “Getting the sack”, for instance, is derived from the time when workers brought their own tools in a sack. “Get your sack” meant you had lost your job.
1. (Descriptive linguistics) The process whereby new words are formed from existing words or bases by affixation: 'singer' from 'sing'; 'undo' from 'do'.
2. A line of reasoning that shows how a conclusion follows logically from accepted propositions.
3. Drawing of fluid or inflammation away from a diseased part of the body.
4. Drawing off water from its main channel as for irrigation.
5. The source from which something derives (i.e. comes or issues). + prikaži više

ETYM Latin dissipatio: cf. French dissipation.
Breaking up and scattering by dispersion.

ETYM French révulsion, Latin revulsio, from revellere, revulsum, to pluck or pull away; pref. re- re- + vellere to pull. Related to Convulse.
1. A strong pulling or drawing back; withdrawal.
2. A sudden reaction; a sudden and complete change (applied to the feelings).
3. A sense of utter disgust.

Differential coefficient; In mathematics, the limit of the gradient of a chord linking two points on a curve as the distance between the points tends to zero; for a function with a single variable, y = f’(x), it is denoted by f’(x), Df(x), or dy/dx, and is equal to the gradient of the curve.
A word that is derived from another word.
The derivative function senses the rate of rise or fall of the system temperature and automatically adjusts the cycle time of the controller to minimize overshoot or undershoot. + prikaži više