关于多项式函数在无穷远处的Lojasiewicz指数
On the Lojasiewicz exponent at infinity for polynomial functions
摘要：
整函数无穷远处的Lojasiewicz指数是其梯度的无穷大增长率的度量。作者计算了3变量复多项式x - 3 x^{2n+1} y^{2 q} + 2 x^{3 n +1} y ^{3q} + y z在无穷远处的Lojasiewicz指数
英文摘要：
The Lojasiewicz exponent at infinity of an entire function measures of the infimal rate of growth of its gradient. The authors compute the Lojasiewicz exponents at infinity of the 3-variable complex polynomials x - 3 x^{2n+1} y^{2q} + 2 x^{3n+1} y^{3q} + y z
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