a loud, prolonged ringing of bells.
a set of bells tuned to one another.
a series of changes rung on a set of bells.
any loud, sustained sound or series of sounds, as of cannon, thunder, applause, or laughter.
verb (used with object)
to sound loudly and sonorously:
to peal the bells of a tower.
Obsolete. to assail with loud sounds.
verb (used without object)
to sound forth in a peal; resound.
a loud prolonged usually reverberating sound, as of bells, thunder, or laughter
(bell-ringing) a series of changes rung in accordance with specific rules, consisting of not fewer than 5000 permutations in a ring of eight bells
(not in technical usage) the set of bells in a belfry
(intransitive) to sound with a peal or peals
(transitive) to give forth loudly and sonorously
(transitive) to ring (bells) in peals
a dialect name for a grilse or a young sea trout
mid-14c., “a ringing of a bell” especially as a call to church service, generally considered a shortened form of appeal (n.), with the notion of a bell that “summons” people to church (cf. similar evolution in peach (v.)). Extended sense of “loud ringing of bells” is first recorded 1510s.
1630s, from peal (n.). Related: Pealed; pealing.
[pee-mouth] /ˈpiˌmaʊθ/ noun, plural peamouths [pee-mouths, -mouth z] /ˈpiˌmaʊθs, -ˌmaʊðz/ (Show IPA) 1. a minnow, Mylocheilus caurinus, of northwestern U.S. and British Columbian waters.
[pee-uh n] /ˈpi ən/ noun 1. . [pee-uh n] /ˈpi ən/ noun 1. any song of praise, joy, or triumph. 2. a hymn of invocation or thanksgiving to Apollo or some other ancient Greek deity. /ˈpiːən/ noun 1. a less common US spelling of paean /piːn/ noun 1. (heraldry) a fur of sable spotted with […]
[pee-ah-noh; Italian pe-ah-naw] /piˈɑ noʊ; Italian pɛˈɑ nɔ/ noun 1. Giuseppe [joo-zep-pe] /dʒuˈzɛp pɛ/ (Show IPA), 1858–1932, Italian mathematician.
- Peano arithmetic
mathematics A system for representing natural numbers inductively using only two symbols, “0” (zero) and “S” (successor). This could be expressed as a recursive data type with the following Haskell definition: data Peano = Zero | Succ Peano The number three, usually written “SSS0”, would be Succ (Succ (Succ Zero)). Addition of Peano numbers can […]