%infinite%

n. 1. That which is infinite; boundless space or duration; infinity; boundlessness. [ 1913 Webster ]

Not till the weight is heaved from off the air, and the thunders roll down the horizon, will the serene light of God flow upon us, and the blue infinite embrace us again. J. Martineau. [ 1913 Webster ]

2. (Math.) An infinite quantity or magnitude. [ 1913 Webster ]

3. An infinity; an incalculable or very great number. [ 1913 Webster ]

Glittering chains, embroidered richly o'er
With infinite of pearls and finest gold. Fanshawe. [ 1913 Webster ]

4. The Infinite Being; God; the Almighty. [ 1913 Webster ]

n. 1. (Computers) a series of instructions in a computer program which, when executed, cause a cyclic repetition of the same instructions, with no other action by the program, for as long as the program continues to be executed, or the loop is interrupted by some external action. [ PJC ]

☞ An infinite loop is rarely written intentionally except in cases where the loop is intended merely as a waiting sequence, to be interrupted by some action of the user. It is more commonly the result of a serious logical error on the part of the programmer, resulting in a failure of the program. Its execution can be halted only by halting execution of the program, e.g. by intervention of the operating system or by halting or resetting the computer. In single-user systems, when executing an infinite loop, the computer will appear to halt operation of the program, and the program will be unresponsive to normal keyboard input, though it may be interrupted by an unmasked interrupt. [ PJC ]

adv. 1. Without bounds or limits; beyond or below assignable limits; as, an infinitely large or infinitely small quantity. [ 1913 Webster ]

2. Very; exceedingly; vastly; highly; extremely. “Infinitely pleased.” Dryden. [ 1913 Webster ]

n. The state or quality of being infinite; infinity; greatness; immensity. Jer. Taylor. [ 1913 Webster ]

n. (Philosophy, Logic) A causal relationship transmitted through an indefinite number of terms in a series, with no term that begins the causal chain. [ PJC ]

a. [ Cf. F. infinitésimal, fr. infinitésime infinitely small, fr. L. infinitus. See Infinite, a. ] Infinitely or indefinitely small; less than any assignable quantity or value; very small. [ 1913 Webster ]

Infinitesimal calculus, the different and the integral calculus, when developed according to the method used by Leibnitz, who regarded the increments given to variables as infinitesimal. [ 1913 Webster ]

n. (Math.) An infinitely small quantity; that which is less than any assignable quantity. [ 1913 Webster ]