Results 131 to 140 of about 6,245,398 (182)
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Journal of Applied Communication Research, 1983
Abstract This investigation attempted to (a) determine how individuals in positions of status and authority respond to the concept of power, and (b) develop an instrument that could be used to measure an individual's power orientation. The inquiry represented a preliminary step toward explorations of the theoretical proposition that there is a ...
Alvin A. Goldberg +2 more
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Abstract This investigation attempted to (a) determine how individuals in positions of status and authority respond to the concept of power, and (b) develop an instrument that could be used to measure an individual's power orientation. The inquiry represented a preliminary step toward explorations of the theoretical proposition that there is a ...
Alvin A. Goldberg +2 more
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Monotonicity of Average Power Means
Journal of Mathematical Sciences, 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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The Power Mean and the Logarithmic Mean
The American Mathematical Monthly, 1974(1974). The Power Mean and the Logarithmic Mean. The American Mathematical Monthly: Vol. 81, No. 8, pp. 879-883.
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2022
Abstract This chapter spells out a more apt definition of power, by examining both its form (what kind of concept “power” is) and its substantive meaning. “Power” will be preliminary defined as the status, or condition, enjoyed by someone who objectively has possibilities available and subjectively perceives them as such.
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Abstract This chapter spells out a more apt definition of power, by examining both its form (what kind of concept “power” is) and its substantive meaning. “Power” will be preliminary defined as the status, or condition, enjoyed by someone who objectively has possibilities available and subjectively perceives them as such.
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Power and logarithmic means [PDF]
, 2014 The article consists of two parts. The first part deals with quasi-arithmetic means and convex functions. In the second part, using quasi-arithmetic means, we perform power and logarithmic means of two positive numbers. Such well-known means are arithmetic, geometric, harmonic, logarithmic and identric.
Pavić, Zlatko +2 more
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International Journal of Mathematics Trends and Technology, 2017
S.Soma sundaram, P.Mer cy
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S.Soma sundaram, P.Mer cy
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Journal of Humanistic Psychology, 1984
The startling and paradoxical discoveries in quantum mechanics and the Jungian concepts of acausality and synchronicity are described and examined in terms of their parallels and their implication for our personal lives, particularly as they impart meaning to our existence.
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The startling and paradoxical discoveries in quantum mechanics and the Jungian concepts of acausality and synchronicity are described and examined in terms of their parallels and their implication for our personal lives, particularly as they impart meaning to our existence.
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Extended power difference means
Acta Scientiarum MathematicarumIn this paper, the author is interested in the extended power difference mean \(f_{\alpha, \beta}\). Firstly, he presents some definitions and results, as well as basic properties of \(f_{\alpha, \beta}\). He shows that some norm inequalities involving \(f_{\alpha, \beta}\), inequalities involving Tsalis relative operator entropy, etc. Also, he studies
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1984
Let \(B^ N\) be the unit ball in \(C^ N\) and \(H^ p(B^ N)\) the corresponding Hardy space with the usual norm \(\|\cdot \|_{H^ r}\). In this note the author proves some boundedness properties of the Cesàro means \(\sigma^ k_ n(f,z)\) of a power series f(z) in \(H^ p(B^ N)\).
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Let \(B^ N\) be the unit ball in \(C^ N\) and \(H^ p(B^ N)\) the corresponding Hardy space with the usual norm \(\|\cdot \|_{H^ r}\). In this note the author proves some boundedness properties of the Cesàro means \(\sigma^ k_ n(f,z)\) of a power series f(z) in \(H^ p(B^ N)\).
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