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A Sharp Geometric Estimate for the Index of an Umbilic on a Smooth Surface
Bulletin of the London Mathematical Society, 1992The authors prove the following two results: Theorem 1. Let \(f: M\to E^ 3\) be a smooth immersion of a smooth surface into \(E^ 3\) with an isolated umbilic at \(p_ 0\in M\) of index \(j\) satisfying \(| j|\geq 1\). Then \(p_ 0\) is a critical point of the mean curvature \(H\) and the Gauss curvature \(K\) and the 3-jet of \(H^ 2-K\) vanishes at \(p_ ...
Smyth, Brian, Xavier, Frederico
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On the sharp bounds of bicyclic graphs regarding edge Szeged index
Applied Mathematics and Computation, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yan Yao, Shengjin Ji, Guang Li
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Sharp lower bounds on the Narumi–Katayama index of graph operations
Applied Mathematics and Computation, 2014zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Sharp Bounds for the General Randic Index of \(R\)-Graph Products
Ars CombinatoriaA chemical structure specifies the molecular geometry of a given molecule or solid in the form of atom arrangements. One way to analyze its properties is to simulate its formation as a product of two or more simpler graphs. In this article, we take this idea to find upper and lower bounds for the generalized Randić index \(\mathcal{R}_{\alpha}\) of ...
Zhang, Xiujun +5 more
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Optimum Portfolio Construction: Sharpe Single Index Model
International Journal of Scientific Research, 2012Wise Investors invest their valued money in bunch of securities rather than in single security because they want to take advantage of diversification of risk and they want to earn maximum return. Bunch of securities is known as Portfolio and this portfolio should possess minimum risk and maximum return. In this research we construct Sharpe single index
Radhika Desai, Manisha Surti
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A no-reference image quality index for contrast and Sharpness measurement
2013 3rd IEEE International Advance Computing Conference (IACC), 2013Image quality evaluation plays a very important role in quantifying the quality of an image. Most of the indices already proposed can quantify only single types of distortions and they are also not very well correlated with Human Visual System (HVS).
M. Trivedi, A. Jaiswal, V. Bhateja
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Construction of Optimal Portfolio using Sharpe Index Model
SSRN Electronic Journal, 2012The investor always prefers to have less risk and higher returns and to mitigate the risk and investors will do diversification. Diversification means combine of two or more assets, which gives the least risk and highest return. Combine of two or more assets is called portfolio.
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Robustness of Sharpe single index model in Indian market: a unique approach to identify gems
International Journal of Public Sector Performance Management, 2023Miklesh Prasad Yadav
exaly
Sharpe Index Based Portfolio Optimization Using Computational Intelligence
2023 IEEE International Conference on Artificial Intelligence in Engineering and Technology (IICAIET), 2023Ahmed Abbas, Kamran Raza
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