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CONJECTURE. Conjectures are ideas or notions founded on probabilities without any demonstration of their truth. Mascardus has defined conjecture: "rationable vestigium latentis veritatis, unde nascitur opinio sapientis;" or a slight degree of credence arising from evidence too weak or too remote to produce belief. De Prob. vol. i. quoest. 14, n. 14. See Dict. de Trevoux, h.v.; Denisart, h.v.

A Law Dictionary, Adapted to the Constitution and Laws of the United States. By John Bouvier. Published 1856.
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Thus, it is conjectured that every n [member of] <Z [union] I> using the modified Collatz conjecture (3a -1) + (3b -1)I; a, b [member of] Z \ {0} or 3a - 1 if b = 0 or (3b + 1)I if a = 0, has a finite sequence which terminates at only one of the elements from the set B.
The main result of this extended abstract is the following theorem, conjectured by Chapoton.
In the February 1969 issue, Rudolph Castown conjectured that there are no isolanos (n-letter words with which no words have exactly n - 1 crashes) for n less than five.
Our experiment implements a multi-period triopoly market where, in every period, each seller participant must (1) choose one price, (2) specify a finite set-valued conjecture about the average price of his two current competitors, and (3) form a profit aspiration for each conjectured price.
On page 45 it is conjectured the following inequality:
Some planetary scientists, including members of the Stardust team, had conjectured that many microscopic comet grains had formed near stars other than the sun and then entered the solar system during its youth.
Primes of the form [P.sub.k] + 1 (or [P.sub.k] - 1) are called primorial primes; we do not know if there are infinitely many such primes, though this is conjectured to be the case (see Caldwell & Gallot, 2002).