Results 121 to 130 of about 706,323 (285)
ABSTRACT Over almost two decades, young people's employment opportunities have been significantly impacted by events like the Global Financial Crisis (2008–2009) and the COVID‐19 pandemic (2020‐). Thus, underemployment has become a more pervasive and persistent feature of young people's labour market experiences. This research focuses on three forms of
Brendan Churchill
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Generalization and sharpness of the power means inequality and their applications
The main results of the paper sharpen the classical well-known inequalities between power means. As a consequence, the inequality \[ \left(\sum_{i=1}^n x_i\right)^n \leq (n-1)^{n-1} \sum_{i=1}^n x_i^n + n\big(n^{n-1}-(n-1)^{n-1}\big)\prod_{i=1}^n x_i \] is proved for all \(x_1,\dots,x_n>0\), \(n\geq2\), which was conjectured by \textit{W. Janous, M. K.
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Power mean inequality of generalized trigonometric functions
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Bhayo, Barkat Ali, Vuorinen, Matti
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ABSTRACT This paper applies Critical Race Theory (CRT) to explore how whiteness operates within Australia's anti‐racism movement as a structuring force that shapes discourse, practice and policy. Despite the anti‐racism movement offering crucial spaces for resistance and reform, it remains entangled in Australia's settler‐colonial present and systemic ...
Franka Vaughan, Aish Ravi
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Confessions of a Poverty Researcher: My Journey Through the Foothills of Scholarship
ABSTRACT This paper describes the key events, experiences and ideas that influenced the author's career as a poverty researcher. He describes how his early disillusion with economics was replaced by a spark of interest in social issues and how his migration from the UK to Australia in the mid‐1970s provided the impetus to begin what became a lifetime ...
Peter Saunders
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Complementary inequalities to Davis-Choi-Jensen's inequality and operator power means
Let $f$ be an operator convex function on $(0,\infty)$, and $Φ$ be a unital positive linear maps on $B(H)$. we give a complementary inequality to Davis-Choi-Jensen's inequality as follows \begin{equation*} f(Φ(A))\geq \frac{4R(A,B)}{(1+R(A,B))^2}Φ(f(A)), \end{equation*} where $R(A, B)=\max\{r(A^{-1}B) ,r(B^{-1}A)\}$ and $r(A)$ is the spectral radius of
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Estimations of the weighted power mean by the Heron mean and related inequalities for determinants and traces [PDF]
Summary: For positive real numbers \(a\) and \(b\), the weighted power mean \(P_{t,q}(a,b)\) and the weighted Heron mean \(K_{t,q}(a,b)\) are defined as follows: For \(t\in [0,1]\) and \(q\in \mathbb R\), \(P_{t,q}(a,b) = \{(1 - t)a^q+tb^q\}^{\frac1q}\) and \(K_{t,q}(a,b) = (1 -q)a^{1-t}b^t+ q\{(1 -t)a +tb\}\). These means generalize the arithmetic and
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ABSTRACT The 2023 Australian Voice to Parliament Referendum presented a pivotal moment in the nation's democratic landscape. Despite support for Indigenous well‐being, the referendum did not secure the necessary approval, prompting extensive analysis of its outcome.
Scott Baum, William Mitchell
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Some inequalities for weighted power mean
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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ABSTRACT Australia's Robodebt scheme, an automated debt recovery program introduced in 2016, was exposed by the Robodebt Royal Commission (RC) as a serious failure of public administration and source of significant harm for thousands of Australians. Through a critical discourse analysis (CDA) of Australian news media, this study explores whether the RC'
Rebecca Coleman‐Hicks +1 more
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