在由半环诱导的赋值代数中,通过半环同态与赋值的复合得到了一个新的赋值代数。证明了嵌入同态保持赋值的解轮廓,推广了赋值的解扩展定理。
In the semiring-induced valuation algebra,by composition of semiring homomorphism with valuations,a new valua-tion algebra is gotten.It has been proved that semiring homomorphisms preserve the solution configurations of valuation.It al-so has given a generalization of the theorem of solution extension of valuations.