Scientiae Mathematicae Japonicae
Online ISSN : 1346-0447
UPPER ESTIMATIONS ON INTEGRAL OPERATOR MEANS
Jun Ichi FujiiMasatoshi Fujii
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2012 年 75 巻 2 号 p. 217-222

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抄録
For an interpolational path of symmetric operator means, one of the author introduced the integral mean and showed that it is not less than the original mean, which is a generalization of the fact that the logarithmic operator mean is not less than the geometric operator mean. In this paper, we show estimations for the integral mean from the above.
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© 2012 International Society for Mathematical Sciences
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