Principle-of-mathematical-induction
noun, Mathematics.
1.
a law in set theory which states that if a set is a subset of the set of all positive integers and contains 1, and if for each number in the given set the succeeding natural number is in the set, then the given set is identical to the set of all positive integers.
Compare induction (def 5).
Read Also:
- Principle-of-superposition
noun, Physics. 1. any of several physical laws that the resultant of similar vector quantities at a point is a function of the sum of the individual quantities, especially the law that the displacement at a point in a medium undergoing simple harmonic motion is equal to the sum of the displacements of each individual […]
- Principle-of-virtual-work
noun, Mechanics. 1. the principle that the total work done by all forces on a system in static equilibrium is zero for a set of infinitesimally small displacements.
- Principles
noun 1. an accepted or professed rule of action or conduct: a person of good moral principles. 2. a fundamental, primary, or general law or truth from which others are derived: the principles of modern physics. 3. a fundamental doctrine or tenet; a distinctive ruling opinion: the principles of the Stoics. 4. principles, a personal […]
- Princox
noun, Archaic. 1. a self-confident young fellow; coxcomb.
- Prink
verb (used with object) 1. to deck or dress for show. verb (used without object) 2. to deck oneself out. 3. to fuss over one’s dress, especially before the mirror. verb 1. to dress (oneself, etc) finely; deck out 2. (intransitive) to preen oneself