【SAT问题】
将布尔可满足性问题（Boolean satisfiability problem）叫做SAT：
给定变量集 X={{x_1,x_2,…,x_n}} 上的一组子句 C_1,C_2,…,C_n ，问存在满足的真值赋值吗？
例如，设有3个子句：(x_1 \vee \overline {x_2} ),(\overline {x_1} \vee \overline {x_3} ),(x_2 \vee \overline {x_3} ),那么如果让所有的变量都为1，则不能够满足所有的子句，因为第二个子句的值为0。
【3-SAT问题】
3-SAT问题也叫作三元可满足性问题。因为每个子句恰好包含三个项。
3-SAT问题可以描述为：
给定变量集 X={{x_1,x_2,…,x_n}} 上的一组子句 C_1,C_2,…,C_n ，每一个子句的长度为3，问存在满足的真值赋值吗？
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