Aizhen Wang
Abstract
By introducing a parameter λ and estimating the weight coefficient,we give a generalization of the new Hilbert-type Integral Inequality with a composite kernel and a best constant factor.As applications,the equivalent form and some particular results are considered.
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By introducing a parameter λ and estimating the weight coefficient,we give a generalization of the new Hilbert-type Integral Inequality with a composite kernel and a best constant factor.As applications,the equivalent form and some particular results are considered.
Key concepts: Mathematics, Generalization, Log sum inequality, Constant (computer programming), Reproducing kernel Hilbert space, Type (biology), Inequality, Kernel (algebra)