Phng ph¨¢p bc nh Soi cu n thng theo u ¨ªt 0 Nh¨¤ c¨¢i cn cung cp y giy ph¨¦p hot ng hp ph¨¢p Sau ¨®, tin s c chuyn v¨¤o t¨¤i khon ca bn tu theo c¨¢c yu t tr¨ºn. Ngo¨¤i ra, ngi chi c¨® th x mt phn tin cc v¨¤ gi li mt phn tip tc cc. C ch n¨¤y gi¨²p bn va m bo an to¨¤n v tin vn m¨¤ va c¨® c hi tip tc ng h¨¤nh vi trn u. Hy u ti¨ºn c¨¢c ca an to¨¤n, c¨® t l n thp Nhng iu tuyt vi khi ng nhp link an to¨¤n Chn 1x v¨¤ i ch nh¨¤ thng. Khi ¨®, chin thng = 1/(1/t l k¨¨o + 1/t l k¨¨o). K¨¨o t¨¤i xu h¨°a l¨¤ loi k¨¨o c bit vi t l thng ln, lut chi ca k¨¨o t¨¤i xu b¨®ng ¨¢ l¨¤ g¨¬? K¨¨o pht g¨®c hay k¨¨o Corners l¨¤ loi k¨¨o cc li¨ºn quan ti vic ¨¢ pht g¨®c xy ra trong trn u b¨®ng ¨¢. Ngi chi c¨® th d o¨¢n s lng pha ¨¢ pht g¨®c, i n¨¤o ¨¢ pht trc, s lng chn l,¡­ Snh WM Ti sao k¨¨o chu lun hp dn c nhiu bet th? C¨¢ch chi b¨¤i catte chi tit

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