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A Hardy-Littlewood-type inequality for the p -Laplacian

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اقرأ أكثر حفظ في قائمتي

المؤلفون: Karl Michael Schmidt; S. Aumann; Brian Malcolm Brown
المصدر:
Bulletin of the London Mathematical Society. 40:525-531
الموضوع:
Hölder's inequality; Kantorovich inequality; Mathematics::Functional Analysis; Pure mathematics; Inequality; General Mathematics; media_common.quotation_subject; Mathematical analysis; Mathematics::Classical Analysis and ODEs; Type inequality; Mathematics::Spectral Theory; p-Laplacian; Log sum inequality; Rearrangement inequality; Cauchy–Schwarz inequality; Mathematics; media_common
الدخول الالكتروني :
https://explore.openaire.eu/search/publication?articleId=doi_________::f6c3d78a1a34f959928b9aec754bfcd3
https://doi.org/10.1112/blms/bdn035

معلومة اضافية
- بيانات النشر:
  Wiley, 2008.
- الموضوع:
  2008
- نبذة مختصرة :
  We establish an analogue for the p-Laplacian on the half-line of an integro-differential inequality of Hardy and Littlewood and estimate the optimal constant.
- ISSN:
  0024-6093
- Rights:
  CLOSED
- الرقم المعرف:
  edsair.doi...........f6c3d78a1a34f959928b9aec754bfcd3

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