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Cosmology with the Laser Interferometer Space Antenna
Living Reviews in Relativity, 2023Glauber C Dorsch +2 more
exaly
1989
Before discussing an important special class of measurable functions we prove a fundamental inequality, known as Holder’s inequality. There are two variants, one for sums and one for integrals. The original variant for integrals of continuous functions or Riemann integrable functions was extended to measurable functions without additional difficulties.
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Before discussing an important special class of measurable functions we prove a fundamental inequality, known as Holder’s inequality. There are two variants, one for sums and one for integrals. The original variant for integrals of continuous functions or Riemann integrable functions was extended to measurable functions without additional difficulties.
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Perovskite Solar Cells for Space Applications: Progress and Challenges
Advanced Materials, 2021Yongguang Tu, Jiang Wu, Xiaoyu Yang
exaly
Nullfunctions and the Lebesgue Spaces Lp
1994The integral with respect to a submodular set function allows to define norms on spaces of measurable functions. An obstacle in doing so is that (like in the σ-additive theory) there are functions, not identically zero, having norm nought. Those are the nullfunctions, we start with.
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