# Admissible function spaces for weighted Sobolev inequalities

```@article{Anoop2020AdmissibleFS,
title={Admissible function spaces for weighted Sobolev inequalities},
author={T.V. Anoop and Nirjan Biswas and Ujjal Das},
journal={Communications on Pure \& Applied Analysis},
year={2020}
}```
• Published 8 December 2020
• Mathematics
• Communications on Pure & Applied Analysis
. Let k, N ∈ N with 1 ≤ k ≤ N and let Ω = Ω 1 × Ω 2 be an open set in R k × R N − k . For p ∈ (1 , ∞ ) and q ∈ (0 , ∞ ) , we consider the following weighted Sobolev type inequality: Z

## References

SHOWING 1-10 OF 67 REFERENCES

. A pre-topological space equipped with an order is called an ordered pre- topological space. These spaces form the objects of a category which will be denoted by OVPT . The arrows of this category
• Materials Science
Calculus of Variations and Partial Differential Equations
• 2019
Motivated and inspired by the improved Hardy inequalities studied in their well-known works by Brezis and Vázquez (Rev Mat Univ Complut Madrid 10:443–469, 1997) and Brezis and Marcus (Ann Scuola Norm
. Here we study the roots of the doubly inﬁnite family of Jensen polynomials J d,n PL ( x ) associated to MacMahon’s plane partition function PL( n ) . Recently, Ono, Pujahari, and Rolen [1] proved
• 1974
usługi podstawowe nieuciążliwe 30,29 1 parter, prawa oficyna inst. elektryczna, wod.-kan., w.c., wodomierz c.w. i z.w., c.o., inst. gazowa (bez osprzętu) wspólnota mieszkaniowa Lokal w dobrym stanie
• Mathematics
Annali di Matematica Pura ed Applicata (1923 -)
• 2021
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