hilbert inequality
- hilbert inequality的基本解释
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希耳伯特不等式
- 更多网络例句与hilbert inequality相关的网络例句 [注：此内容来源于网络，仅供参考]
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Hilbet-type inequality is important in analysis and its applications. In recent years, by improving the way of weight coefficient, some research on the extensions and applications of this type of inequalities are developed. In this paper, we give a Hilbert infinite series inequality with the best constant factor whose kernel is a negative quadratic form by applying the method of weight coefficients. And an equivalent form is considered.
Hilbert型不等式在分析中有重要作用，近年来，由于改进权系数的方法，发展了这类不等式，并进一步推广应用和研究，应用权系数方法给出的一个带有最佳常数的核为负二次型齐次的Hibert型无穷级数不等式，同时考虑了它的等价形式。
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The frame is a special Besselsequence, which extends the Parseval equality of orthonormal basis in Hilbert space tothe two-sided inequality in general sequence.
框架是一类特殊的Bessel序列，框架是把Hilbert空间中的规范正交基满足的Parseval等式推广到比较一般的序列所满足的双边不等式的结果。
- 更多网络解释与hilbert inequality相关的网络解释 [注：此内容来源于网络，仅供参考]
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hilbert inequality：希耳伯特不等式
hilbert cube 希耳伯特超平行体 | hilbert inequality 希耳伯特不等式 | hilbert integral 希耳伯特积分