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Rulɛti fɛɛrɛw tariku

Kɛmɛsi fila mɔgɔw bɛ sariyaw sɛbɛn ka pari wari yɛlɛmacogo jira.

Jaabi surun

Martingale ye kɛmɛsi 18nan fɛn ye; D’Alembert tɔgɔ bɔra jatelatigi dɔ la min tun t'a fɛ; Labouchère tun ye Angilɛ politikikɛla dɔ ka ɲɛnajɛ ye. U si ma baara kɛ o waati fana.

Martingale
kɛmɛsi 18nan, Faransi
D’Alembert
1717–1783 kɔfɛ
Labouchère
kɛmɛsi 19nan, Angilɛtɛri
ordinatɛri kɔrɔbɔli fɔlɔ
1950 sanw

Martingale

Tɔgɔ in bɔra Pɔrɔvansi wari tulonkɛlaw ka kumacogo la (à la martegalo, «Martigues mɔgɔw cogo la», minw tun bɛ fɔ ko u tɛ hakili to fɛn na) pari dɔ kama min bɛ fila fila, Faransi daɲɛgafew y'a sɛbɛn k'a ta 1760 sanw na. Thorp (1984), ka tugu American Heritage Dictionary kɔ, bɛ ɲɛfɔli filanan di: Martigues mɔgɔw tun bɛ yɛlɛ u ka laada kabakow kosɔn, i n'a fɔ u tun bɛ u ka kurusiw siri kɔfɛ, o la kuma in kɔrɔ kɛra «nalomaya cogo la». Kɛmɛsi 18nan Pari la, a tun kɛra lasɔmini maana ye kaban: Casanova bɛ a fɔ cogo min na a ye nafolo caman tunun Venise faro tulon na 1750 sanw na, k'a sɔrɔ a bɛ pari fila fila. Mun na a tɛ baara kɛ, o jatebɔ, tabali dantabaliTabali danPari dan dɔgɔman ni dan belebele min sɔnna. Dan belebele de bɛ pari fila-fila yɛlɛmali fɛɛrɛw jɔ.A bɛɛ kalan → ani tulon wariwariTulon wariWari bɛɛ min bilala kɛrɛfɛ tulon kama. Tulon wari ɲɛnabɔli ye ka latigɛ a hakɛ min bɛ se ka bila farati la pari kelen o kelen ani tulonsigi kelen o kelen na.A bɛɛ kalan → min danna, o faamuyara ka se 1770 sanw ma. Kɛli sekojatebɔKɛli sekoJaabi dɔ kɛli seko, ka bɔ 0 la ka se 1 ma walima ka bɔ 0% la ka se 100% ma. Nimɔrɔ kelen: 1/37 = 2.70%.A bɛɛ kalan → kalan na, «martingalefɛɛrɛMartingaleYɛlɛmali fɛɛrɛ min bɛ pari wari fila bɔnɛ kelen o kelen kɔfɛ. Fɛɛrɛw yɔrɔ lajɛ k'a dɔn a bɛ min kɛ ani a tɛ min kɛ.A bɛɛ kalan →» kɛra kalan daɲɛ ye 1930 sanw na tulon tilennenjatebɔTulon tilennenTulon min na nafa tɛ fan si ye: pari bɛɛ ka hakɛ makɔnɔnen ye zero ye.A bɛɛ kalan → kama, ani o kelenpe de tɛ rulɛti Martingale ye.

Venise faro tulon na, tulonkɛla dɔ bɛ pari fila fila bɔnɛ kɔfɛ, i ko Casanova y'a kɛ cogo min na.

Rulɛti tabali danw

D’Alembert

Jean le Rond d’Alembert y'a fɔ Encyclopédie kɔnɔ (1754) ko ni wari kun bɔra siɲɛ caman ɲɔgɔn kɔ, a kɔ bɔli seko bɛ caya: o ye tulonkɛla ka fili fɔcogo fɔlɔw dɔ ye jatelatigi kɔrɔba dɔ fɛ. Pari fɛɛrɛ min bɛ initewariInitePari wari jukɔrɔ min na fɛɛrɛ walima tulonkɛla bɛ baara kɛ. Yɛlɛmali fɛɛrɛw bɛ ɲɛfɔ ni initew ye walasa u ka se ka kɛ tabali o tabali la.A bɛɛ kalan → kelen fara a kan bɔnɛ kɔfɛ ka kelen bɔ a la sɔrɔ kɔfɛ, wari tulonkɛla minw nana a kɔ ani minw tun bɛ o dannaya kelen na, olu de ye ale tɔgɔ da a kan. Ale ma o fɛɛrɛ fɔ, ani a ka don ɲumanw na, a tun bɛna ban a ma.

D'Alembert rulɛti fɛɛrɛ

Labouchère

Henry LabouchèrefɛɛrɛLabouchèreJɔsili fɛɛrɛ: nimɔrɔ sira dɔ sɛbɛn, pari kɛ a kun fila jate faralen kan, u jɔsi ni i sɔrɔla, pari wari tununnen fara a kan ni i tununna.A bɛɛ kalan → (1831–1912), kunnafonidila, tiyatiri tigi ani Liberal ka depite, ye jate jɔsili fɛɛrɛ lamɔgɔya London mɔgɔ kɔrɔbaw cɛ 1870 sanw na, ani a bɛ fɔ ko a ye baara kɛ n'a ye Monte-Carlo. Fɛɛrɛ yɛrɛ, ka jate sira dɔ sɛbɛn ka pari kɛ a kunw fila fara ɲɔgɔn kan, o tun bɛ yen ka kɔn ale ɲɛ. A tɔgɔ tora a la bawo a tɔgɔ tun bɔra ko wɛrɛw fɛ, ani bawo fɛɛrɛ in bɛ ni fɛn kabako dɔ ye: a ka ca a la a bɛ ɲɛ, o y'a kɛ baro kun ye sufɛ dumuni na.

Fɛɛrɛw ani mɔgɔ minw tɔgɔ b'u la
1750 sanw

Casanova bɛ tunun faro la k'a sɔrɔ a bɛ pari fila fila. Martingale kɔrɔla kaban.

1754

D’Alembert ye fili bɔ kɛnɛ kan min tɔgɔ dara a kan kɔfɛ iko pari fɛɛrɛ.

1760 sanw

«Martingale» donna Faransi daɲɛgafew kɔnɔ iko wari tulonkɛlaw ka kumacogo.

1870 sanw

Labouchère ye jate jɔsili lamɔgɔya London.

1890 sanw

Fibonacci ni Paroli yɛlɛmali fɛɛrɛw bɛ ye wari tulon gafew kɔnɔ.

1900 sanw

«Yɔrɔ» fɛɛrɛw minw jɔlen bɛ munumunufɛn nimɔrɔw sigicogo kan, olu bɛ feere ni bataki ye.

1939

Halmos, Doob ka kalanden, y'a jira ko pari fɛɛrɛ si tɛ se ka tulon min tɛ tulonkɛla nafa la, o kɛ a nafa ye.

1950–60 sanw

Ordinatɛriw bɛ fɛɛrɛ bɛɛ ladege. U bɛɛ bɛ pari wari bɛɛ −1/37 jira.

bi

O fɛɛrɛ kelenw bɛ feere ɛntɛrinɛti kan ni jaabi kelenw ye, u ladegelen bɛ ɛntɛrinɛti ɲɛgafɛ kɔnɔ siti in kan.

Monte-Carlo rulɛtiLabouchère rulɛti fɛɛrɛ

Kɛmɛsi 20nan

FibonaccifɛɛrɛFibonacciYɛlɛmali fɛɛrɛ min bɛ tugu jate taabolo 1, 1, 2, 3, 5, 8, 13… kɔ: sen kelen ɲɛfɛ bɔnɛ kɔfɛ, sen fila kɔfɛ sɔrɔ kɔfɛ.A bɛɛ kalan → ni ParolifɛɛrɛParoliSɔrɔ kɔ yɛlɛmali: pari wari fila sɔrɔ kɔfɛ, ka segin daminɛ ma bɔnɛ kɔfɛ walima sɔrɔ saba ɲɔgɔn kɔ kɔfɛ. A tɔgɔ wɛrɛ: Martingale kɔsegilen.A bɛɛ kalan → donna wari tulon gafew kɔnɔ 1900 ɲɔgɔn na. Kɛmɛsi cɛmancɛ nana ni fɛɛrɛ ye minw bɛ feere ni bataki ye, kelen kelen bɛɛ ni seereya ye ani layidu ko i ka wari bɛ segin i ma, ani ordinatɛri ladegeli fɔlɔw, minw ye jatelakalan tun bɛ min fɔ kaban, o jira. Dalilu min b'a jira ko fɛɛrɛ si tɛ se ka ɲɛ, o tun bɛ yen kaban: Joseph Doob (1936) ni Paul Halmos (1939) y'a jira ko sariya si min bɛ waati ni pari wari hakɛ sugandi, o tɛ tulon tilennen walima tulon min tɛ tulonkɛla nafa la, o jaabi makɔnɔnen yɛlɛma, ani Thorp ka sɛgɛsɛgɛli san 1969 ye o sariyaw jira cogo min na wari tulonkɛlaw b'u sɔrɔ. K'a ta o waati, fɛɛrɛw ma yɛlɛma; u feerecogo dɔrɔn bɔra sɛbɛn ninninw na ka taa widewo la.

Baarakɛla dɔ bɛ fɛɛrɛ dɔ sɛgɛsɛgɛ ni ordinatɛri ladegeli ye, min bɛ feere ni bataki ye, ani sira bɛ jigin dɔrɔn.

Dannaya nkalon: rulɛti fɛɛrɛ min bɛ sɔrɔ tuma bɛɛFibonacci rulɛti fɛɛrɛ

Mun na u bɛ to yen

Fɛɛrɛ bɛ baara di tulonkɛla ma ani maana min bɛ se ka fɔ. Fɛɛrɛ caman kɔnɔ, tulonsigi caman bɛ ban ni tɔnɔ fitini ye, o ye maana ɲuman ye ka tɛmɛ jatebɔ kan. Tulonsigi minw bɛ ban ni bɔnɛ ye, olu ka dɔgɔ, u bɛ hakili la iko kunnadiyabaliya. Feerelaw mago tɛ ka nkalon tigɛ sara hakɛ kan; u mago bɛ tulonsigi kelen dɔrɔn jirali la min bɛ ban ni tɔnɔ ye, ani olu ka ca. Jaabi min bɛ o kɛlɛ, pari wari bɛɛwariPari wari bɛɛWari bɛɛ min bilala pari la tulonsigi walima waati dɔ kɔnɔ, sɔrɔ minw seginna ka pari kɛ, olu jatelen. A tɔgɔ wɛrɛw: handle, action.A bɛɛ kalan → 2.70%, o bɛ yen k'a ta 1843 la, nka a ma deli ka mɔgɔ dannaya sɔrɔ i ko su kunnadiya kelen.

fɛɛrɛkɛmɛsia tun dannayalen bɛ ko a bɛ min kɛa bɛ min kɛ yɛrɛ
Martingale18nanka sɔrɔ dakabana ni pari fila fila yea bɛ sɔrɔ fitini kɛ tuma caman; a bɛ bɔnɛ ba kɛ tuma dɔw; −2.70%
D’Alembert18nan–19nanka sɔrɔ ni bɔnɛ bɛnni nafa tapari wari bɛ yɛlɛn dɔɔni dɔɔni; −2.70%
Labouchère19nanka jate sira bɛɛ lajɛlen sɔrɔ dakabanaa ka ca a la a bɛ jɔsi; tuma dɔw a bɛ bɔ bolo la; −2.70%
Fibonacci19nan–20nanMartingale nɔgɔmanyɛlɛnni ka teli ka dɔgɔ, binni ka jan; −2.70%
Paroli19nan–20nanka tugu sɔrɔ ɲɔgɔn kɔw kɔbɔnɛ fitini tuma caman, sɔrɔ ba tuma dɔw; −2.70%
Yɔrɔ fɛɛrɛw20nanka munumunufɛn nimɔrɔw sigicogo nafa tafoyi; −2.70%

Fɛɛrɛ minw bɛ feere

Kɛmɛsi 20nan jago ye a yɛrɛ ka fɛɛrɛw fara a kan, kelen kelen bɛɛ ye pari dɔgɔyali kelenw labɛncogo kura ye. Phase One tun bɛ feere $25 ani sannikɛla ka sɔrɔ 10%, ka Phase Two layidu ta ni $500 sarala, ani «Inner Circle» (kulu dogolen) $5,000. U si tɛ jatebɔ yɛlɛma: pari caman ɲɔgɔn kɔ hakɛ makɔnɔnenjatebɔHakɛ makɔnɔnenJaabi cɛmancɛ hakɛ pari kelen o kelen na waati jan kɔnɔ. Pari wari −1/37 Erɔpu pari cogo bɛɛ kan.A bɛɛ kalan → ye u kelen kelen ka hakɛ makɔnɔnenw fara ɲɔgɔn kan ye.

fɛɛrɛhakilinamin bɛ kɛ yɛrɛ
Phase Onebilenman duuru kɔ, ka pari kɛ finman kan ni inite 5, 25, 70, 200, 500 ani 1,000 yemunumunuli wɔɔrɔnan fana bilenman kɛli seko ye 18/38 ye; bɔnɛ wɔɔrɔ ɲɔgɔn kɔ, ka surun 47 la 1 zero fila munumunufɛn kan, o bɛ inite 1,800 tunun
Ka zerow kɔlɔsika munumunuli 40 makɔnɔ k'a sɔrɔ 0 walima 00 ma bɔ, ka pari kɛ u fila kan, ka inite kelen fara a kan bɔnɛ o bɔnɛ kɔzerow ma kan ka bɔ: u fila tɛ bɔ munumunuli 40 kɔnɔ ka surun siɲɛ kelen siɲɛ kɔnɔntɔn kɔnɔ, ani munumunuli nata fana ye 38 la 2 ye. Bɔnɛ tan wɛrɛ bɛ inite 110 tunun; ni a bɔra tannikelennan na, tɔnɔ ye 264 ye. Nafa kelenpe ye ko pariw bɛ dɔgɔya i ka makɔnɔni waati
Favored 5ka makɔnɔ fo nimɔrɔ duuru ka segin, ka pari kɛ u kanmunumunuli sira o sira la, nimɔrɔ dɔw bɛ segin; munumunufɛn min bɛ ladon ka ɲɛ, u tɛ foyi fɔ ko nata kan
ROL / BEH yɛlɛmannipari kelen-kelenw ni pari wari kelen ye, u bɛ yɛlɛma bilenman, tilanbali, duguma ani finman, tilanta, sanfɛ cɛpari yɛrɛmahɔrɔnw sira, kelen kelen bɛɛ ni kazino ka nafa dafalen ye
Bartschelly ka «Dakabana» fɛɛrɛLabouchère min bɛ bɔnɛ kelen kelen tila jate minw bɛ yen kan, sanni a k'a fara a laban kansira tɛ janya abada; nka pari wari bɛ bonya o bɛɛ n'a ta

Min tɛ fɛɛrɛ ye

Jɔli sariyaw: ka latigɛ ka kɔn ɲɛ i bɛna bɔnɛ walima sɔrɔ hakɛ min kɛ, ka bɔ. U bɛ feere tuma caman iko fɛɛrɛ dɔ yɔrɔ dɔ, ani u ye yɔrɔ kelenpe ye min bɛ fɛn dɔ kɛ, bawo u bɛ pari wari bɛɛ dɔgɔya. Mɔgɔ si tɔgɔ t'u la, o bɛnnen don.

Ɲininkaliw

Fɛɛrɛ jumɛn de ka kɔrɔ ni tɔw ye?

Martingale, kɛmɛsi kelen walima ka tɛmɛ o kan. Ka pari fila fila bɔnɛ kɔfɛ, o ye hakilina fɔlɔ ye mɔgɔ bɛɛ bɛ min sɔrɔ.

Yala jatelatigi tɔgɔba dɔ sɔnna fɛɛrɛ dɔ ma wa?

D’Alembert de surunyara o la ka tɛmɛ tɔw kan, a ma a laɲini. Pascal, Fermat, Huygens, Bernoulli ani Laplace bɛɛ y'a ɲɛfɔ mun na u tɛ ɲɛ.

Mun na fɛɛrɛw bɛ feere hali bi?

Bawo tulonsigi caman bɛ ban ni tɔnɔ ye, ani tulonsigi kelen widewo min bɛ ban ni tɔnɔ ye, o dilanni sɔngɔ ka dɔgɔ.

Yɛlɛko

Kɛmɛsi fila tɔgɔw. Jate kelen.

Kɛmɛsi fila tɔgɔw. Jate kelen.

Kunnafoni sɔrɔyɔrɔw

  1. Thorp, E. O. “Optimal gambling systems for favorable games.” Review of the International Statistical Institute 37(3), 1969.
  2. Thorp, E. O. The Mathematics of Gambling. Gambling Times / Lyle Stuart, 1984.
  3. Doob, J. L. “Note on probability.” Annals of Mathematics 37(2), 1936.
  4. Halmos, P. R. “Invariants of certain stochastic transformations: the mathematical theory of gambling systems.” Duke Mathematical Journal 5(2), 1939.
  5. d’Alembert, J. “Croix ou pile.” Encyclopédie, tɔmu 4, 1754.
  6. Schwartz, D. G. Roll the Bones: The History of Gambling. Gotham, 2006.
  7. Kavanagh, T. M. Dice, Cards, Wheels: A Different History of French Culture. University of Pennsylvania Press, 2005.
  8. Bollman, M. Mathematics of the Big Four Casino Table Games: Blackjack, Baccarat, Craps, & Roulette. CRC Press, 2021. Sapitiri 2, rulɛti.
a lajɛra 2026-09-28modɛli: Erɔpu, zero kelenjatebɔcogo ↗kunnafoni sɔrɔyɔrɔw ↗