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Ostrowski Inequalities and Applications in Numerical Integration

Eric SteinhartA. A. SamarskiiVincent F. HendricksFrank O. WagnerB. C. EuJurgen KluverBenjamin FainGabor ForraiAgusti Nieto-GalanJurrit BergsmaTheo A. F. KuipersJerzy UrbanowiczAnna-Sofia MaurinAndrei MourachkineGuy BrousseauLieven DecockKenneth B. TaylorMatt CommersEmma RuttkampSeon Mi HanMark ChangiziGeraldine FitzpatrickAnil GoreH. D. RijksenChristiane KrausMarjolein DegenaarCharles Steven SeymourJens CavallinV. DevanathanH. KikuchiFerenc WeiszG.P. DwyerE. I. Gordon ★ 3.2/5 · ItemOracle Score Mid-Range

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Ostrowski Type Inequalities and Applications in Numerical Integration

Explores Ostrowski type inequalities and their use in numerical integration. Provides theoretical insights and practical applications. Customer insight: mixed reactions due to niche topic

Highlights

  • Ostrowski-type inequalities
  • numerical integration applications
  • multi-author scholarly work

Pros

  • clear focus on mathematical inequalities
  • applies to numerical integration
  • broad range of contributing authors

Cons

  • niche subject may limit general readership
  • single customer rating

Best For

  • advanced calculus study
  • numerical analysis research
  • academic coursework on inequalities
  • mathematical method development
  • graduate seminar reference

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