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RF-Shielding of Laser-Cut Venous Stents: Calculations, Simulations, and Experiments. [PDF]
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2023
This book explores the role of law and policy in circular economy transitions and their impacts on justice, including on distributional equity and recognition and procedural rights, especially for people already marginalised under the current dominant economic system.
Lesniewska, Feja, Steenmans, Katrien
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This book explores the role of law and policy in circular economy transitions and their impacts on justice, including on distributional equity and recognition and procedural rights, especially for people already marginalised under the current dominant economic system.
Lesniewska, Feja, Steenmans, Katrien
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Humean laws, circularity, and contrastivity
Synthese, 2020A well-known objection to Humean accounts of laws (e.g. BSA, Lewis in Australas J Philos 61:343–377, 1983, Philosophical papers vol. II, Oxford University Press, 1986) charges them with circularity (Armstrong in What is a law of nature? Cambridge University Press, Cambridge, 1983, p.
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Theory of Probability & Its Applications, 1985
Let \(H=(\xi_{pl}^{(n)})\), \(p,l=1,...,n\), be a random complex matrix with independent elements \(\xi_{pl}^{(n)}\) for any n and \(E\xi_{pl}^{(n)}=0\), \(E| \xi_{pl}^{(n)}|^ 2=\sigma^ 2n^{-1 ...
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Let \(H=(\xi_{pl}^{(n)})\), \(p,l=1,...,n\), be a random complex matrix with independent elements \(\xi_{pl}^{(n)}\) for any n and \(E\xi_{pl}^{(n)}=0\), \(E| \xi_{pl}^{(n)}|^ 2=\sigma^ 2n^{-1 ...
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rose, 1997
Let \(\Xi=(\xi_{ij}^{(n)})_{i,j=1}^{n}\) be a random complex matrix whose entries are independent for every \(n\) and \(E\xi_{ij}^{(n)}=0,\;E{\xi_{ij}^{(n)}}^2=n^{-1}\). If there exist homogeneously integrable in order \(\beta>1\) densities of the real parts or densities of the imaginary parts of random entries \(\sqrt{n}\xi_{ij}^{(n)}\), and \(\sup_{n}
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Let \(\Xi=(\xi_{ij}^{(n)})_{i,j=1}^{n}\) be a random complex matrix whose entries are independent for every \(n\) and \(E\xi_{ij}^{(n)}=0,\;E{\xi_{ij}^{(n)}}^2=n^{-1}\). If there exist homogeneously integrable in order \(\beta>1\) densities of the real parts or densities of the imaginary parts of random entries \(\sqrt{n}\xi_{ij}^{(n)}\), and \(\sup_{n}
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rose, 2013
Abstract. The Generalized Circular Law under the G -Lindeberg condition for the independent entries of a random matrices having non-zero expectations and bounded variances is proven.
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Abstract. The Generalized Circular Law under the G -Lindeberg condition for the independent entries of a random matrices having non-zero expectations and bounded variances is proven.
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