Vilsono teorema (Lithuanian Wikipedia)

Analysis of information sources in references of the Wikipedia article "Vilsono teorema" in Lithuanian language version.

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Edward Waring, Meditationes Algebraicae (Cambridge, England: 1770), page 218 (in Latin). In the third (1782) edition of Waring’s Mediationes Algebraicae, Vilsono teorema buvo pateikta kaip 5 teorema page 380. Varingas rašė: "Hanc maxime elegantem primorum numerorum proprietatem invenit vir clarissimus, rerumque mathematicarum peritissimus Joannes Wilson Armiger. " (Squire John Wilson, žymus mokslininkas ir patyręs matematikas, surado šią elegantiškiausią pirminių skaičių savybę.)
Joseph Louis Lagrange, „Demonstration d’un théorème nouveau concernant les nombres premiers“ (Naujos teoremos apie pirminius skaičius įrodymas), Nouveaux Mémoires de l’Académie Royale des Sciences et Belles-Lettres (Berlin), vol. 2, pages 125–137 (1771).
Giovanni Vacca (1899) „Sui manoscritti inediti di Leibniz“ (On unpublished manuscripts of Leibniz), Bollettino di bibliografia e storia delle scienze matematiche … (Bulletin of the bibliography and history of mathematics), vol. 2, pages 113–116; see page 114 (in Italian). Vacca quotes from Leibniz’s mathematical manuscripts kept at the Royal Public Library in Hanover (Germany), vol. 3 B, bundle 11, page 10:
Original : Inoltre egli intravide anche il teorema di Wilson, come risulta dall’enunciato seguente:

"Productus continuorum usque ad numerum qui antepraecedit datum divisus per datum relinquit 1 (vel complementum ad unum?) si datus sit primitivus. Si datus sit derivativus relinquet numerum qui cum dato habeat communem mensuram unitate majorem. "

Egli non giunse pero a dimostrarlo.
Taip pat žr.:: Giuseppe Peano, ed., Formulaire de mathématiques, vol. 2, no. 3, page 85 (1897).