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Volume 5, Issue 3, Article 58 |
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A Discrete Euler Identity
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Authors: |
A. Aglic Aljinovic, Josip E. Pecaric, |
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Keywords:
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Discrete Montgomery identity, Discrete Ostrowski inequality. |
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Date Received:
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09/01/04 |
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Date Accepted:
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22/04/04 |
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Subject Codes: |
26D15
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Editors: |
Peter S. Bullen, |
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Abstract: |
A discrete analogue of the weighted Montgomery identity (i.e. Euler identity) for finite sequences of vectors in normed linear space is given as well as a discrete analogue of Ostrowski type inequalities and estimates of difference of two arithmetic means.
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