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22 oct 2024 · PDF | A number of integral inequalities of Hölder and Minkowski type involving a class of generalized weighted quasi-arithmetic means in integral form.
22 oct 2024 · In the paper, we establish some improvements of Minkowski's inequality on time scales via the delta integral, nabla integral and diamond-α dynamic integral, ...
25 oct 2024 · To prove Minkowski's inequality, we follow these steps: 1. Prove the inequality for p=1 by using the triangle inequality for absolute values.
24 oct 2024 · The Minkowski inequality for mixed volume plays a vital role in convex geometry. This paper obtains that mixed volume under Steiner symmetrization is monotonic ...
hace 15 horas · Observe that, by Minkowski's integral inequality, f′∈Lp([0,∞)) for some p>1 is sufficient for ∫10f′n(tx)(1−t)adt to be in Lp([0,∞)). Add the condition f′ ...
hace 2 días · Use Minkowski's integral inequality. You can use it to swap the order of ds and dt.
31 oct 2024 · One of the cornerstones of the Brunn-Minkowski theory is the classical isoperimetric inequality. For convex bodies the inequality states that: amongst all ...
hace 4 días · We also prove Minkowski inequality and show that this inequality can be strict in general. We provide a sufficient condition for the equality of the ...
17 oct 2024 · In mathematics, the Lp spaces are function spaces defined using a natural generalization of the p-norm for finite-dimensional vector spaces.
17 oct 2024 · The chord integral, proposed by Lutwak-Xi-Yang-Zhang [29], addresses the chord Minkowski problem and provides the necessary and sufficient conditions for the ...