q可微函数和q^(b)可微函数的Iyengar型不等式

Iyengar Type Inequalities of q-Differentiable Functions and q^(b)-Differentiable Functions

通过建立与一阶和二阶q导数有关的积分恒等式,用引入参数求最值的方法,建立了一阶和二阶q可微函数的Iyengar型不等式,并将结果移植到q^(b)积分.

Using the identities involving first order q-derivatives or second order q-derivatives and the method of introducing parameter to find the minimum, Iyengar type inequalities of first order q-differentiable and second order q-differentiable functions are established, and the results are transplanted to q^(b)-integral.