a_1 = A\\ a_2 = \;\;\;\\ a_3 = \;\;\;\;

a_1 = A \; B \; A \; C\\ a_2 = A \; B \;\;\;\;\;\;\;\,\\ a_3 = B \; A \;\;\;\;\;\;\;\,

a_1 = A\\ a_2 = B\\ a_3 = C

a_1 = A\\ a_2 = \;\;\;\\ a_3 = \;\;\;\;

\Rightarrow

p_i = \text{Pr}_{x_1, \dots, x_k}\left(\bigwedge\limits_{j \neq i} \{q_i > q_j\}\right)

\frac{p_1}{p_2} = \frac{w_1}{w_2}

Theorem

$$a_1$$

$$a_3$$

$$a_5$$

$$a_4$$

$$a_2$$

$$a_6$$

$$a_7$$

$$a_8$$

$$a_3$$

$$a_2$$

$$a_1$$

Тест формулы в тексте $$\sum a_i$$

By Michael Slabodkin

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