Hehema ʻo e Veʻeteka Lulēti
ʻOku saiʻia ha veʻeteka lulēti hehema ʻi ha ngaahi luo ʻe niʻihi koeʻuhi ko ha maumau fakatuʻasino: ha meʻa vahe kuo mafoa, ha konga vilo ʻoku ʻikai tatau, ha ngaahi luo kuo motuʻa. ʻOku ʻi ai moʻoni ʻa e hehema ʻo e veʻeteka lulēti pea kuo ngāueʻaki ia. Ko e faingataʻa ko e ngaohi maʻu pē ʻe ha veʻeteka faitotonu kakato ha ngaahi “fika vela”, ko ia ko e fehuʻi ʻoku ʻikai ko e pe ʻoku vela ha fika, ka ko e pe ʻoku taʻetatau lahi ange ʻa e sīpinga kotoa ʻi he meʻa ʻoku ngofua ʻe he monūʻia.

1. Sīpinga ʻo ha veʻeteka faitotonu
Ngaahi vilo kuo toʻo mei ha veʻeteka faʻifaʻitaki ʻoku ʻikai ha hehema ia. Liliu ʻa e lahi ʻo e sīpinga pea siofi ʻa e luo vela taha.
2. Meʻa naʻe hoko mo e meʻa ʻamanekina
Ko e paʻa taki taha ko ha luo ʻi he hokohoko ʻo e veʻeteka. Ko e laine motumotu ko e lau ʻamanekina, n/37. Ko e konga fakapoʻuli ko e ±2 mavahe fakasitanate: ʻi ha veʻeteka faitotonu ʻe meimei luo ʻe taha ʻi he uofulu ʻe hū ki tuʻa ai ʻi he monūʻia pē.
3. Sivi chi-square
ʻOku tānaki ʻe he sivi ʻa e mamaʻo ʻo e luo kotoa mei he ʻamanekina, kuo sikuea mo fakatatau. ʻI ha veʻeteka faitotonu ʻoku muimui ʻa e kātoa ki ha tufaki chi-square mo e tuʻunga tauʻatāina ʻe 36; ʻoku angamaheni ke ui ha mahuʻinga p ʻi lalo ʻi he 0.05 ko e mahuʻinga fakasitetisitika.
n = 370 · E = 10.00 · χ² = 32.80 · p = 0.622
4. Ko e vilo ʻe fiha te ke fiemaʻu
Ngaahi vilo ʻoku fiemaʻu ke ʻiloʻi ha luo ʻe taha ʻoku tō lahi ange ʻi he 1/37, ʻi ha tuʻunga 5% tafaʻaki pē ʻe taha mo e mālohi ʻo e 80%. Ko ha luo ʻoku tō tuʻo 1 ʻi he 35 ʻi he ʻikai ko e 1 ʻi he 37 ʻe hoko ia ko ha tuʻunga lelei mālohi ki ha tokotaha vaʻinga, pea ʻoku fiemaʻu ha ngaahi mano ʻo e vilo kuo fakahiki ke fakapapauʻi ia.

Founga Ngāue
Meʻa fakaoli

ʻOku ngaohi ʻe ha veʻeteka faitotonu ha ngaahi fika vela ʻi he pō kotoa. Ke fakamoʻoniʻi ha hehema ʻoku fiemaʻu ha ngaahi mano ʻo e vilo.
Ngaahi Maʻuʻanga
- Pearson, K. (1900). On the criterion that a given system of deviations… Philosophical Magazine, 50(302).
- Thorp, E. O. (1969). Optimal gambling systems for favorable games. Review of the International Statistical Institute, 37(3).
- Ethier, S. N. (2010). The Doctrine of Chances: Probabilistic Aspects of Gambling. Springer. Vahe 13, Roulette.