Results 301 to 310 of about 1,541,394 (318)
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SIAM Journal on Mathematical Analysis, 1978
General forms of Wirtinger-type inequalities are proved in both one and n dimensions. Since singular endpoints and unbounded intervals are allowed, a large class of new one-dimensional results are generated as well as previously known results. In the (usual) case that the admissible functions are identically zero on the boundary $\partial G$ of a ...
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General forms of Wirtinger-type inequalities are proved in both one and n dimensions. Since singular endpoints and unbounded intervals are allowed, a large class of new one-dimensional results are generated as well as previously known results. In the (usual) case that the admissible functions are identically zero on the boundary $\partial G$ of a ...
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Schur’s Inequality, Muirhead’s Inequality and Karamata’s Inequality
2012In this chapter we will present three very important theorems, which have broad usage in solving symmetric inequalities. In that way we’ll start with following definition.
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Education, Inequality and Income Inequality [PDF]
, 2001 In this paper we propose to measure inequality of educational achievements by constructing a Gini index on educational attainments. We then use the proposed measure to analyse the relationship between inequality in incomes and educational achievements (in terms of both the average attainments and its concentration).
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The Mathematical Gazette, 1955
In the Gazette for December 1953, I gave an account of all that I knew about Schur’s inequality, namely If μ≥0 and x, y, z are all positive, then
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In the Gazette for December 1953, I gave an account of all that I knew about Schur’s inequality, namely If μ≥0 and x, y, z are all positive, then
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