记a为投掷出正面的概率, p(i)为第i次投掷后总共得到偶数次正面的概率,p为p(i)的极限
a=0, p=1;a=1, 极限不存在
其余状况,因为有 p(n+1)=p(n)* (1-a) + (1-p(n))*a = p(n)*(1-2a)+a
所以 p=p*(1-2a)+a, 即 p*2a=a
p=1/2
记a为投掷出正面的概率, p(i)为第i次投掷后总共得到偶数次正面的概率,p为p(i)的极限
a=0, p=1;a=1, 极限不存在
其余状况,因为有 p(n+1)=p(n)* (1-a) + (1-p(n))*a = p(n)*(1-2a)+a
所以 p=p*(1-2a)+a, 即 p*2a=a
p=1/2
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