Reinterpreting the matched-sibling relapse penalty in ATG-based allogeneic transplantation for myelodysplastic neoplasms: a question of dose, not donor. [PDF]
AlJohani NI.
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Digital twin technology for HIV patient virtual modeling: a novel approach to treatment optimization. [PDF]
Zhang Y +8 more
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Diffusion and Critical Hydrogen Content of Carbon Steels with Different Strengths and Microstructures. [PDF]
Zwittnig D +5 more
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Advancing pelvic venous interventions: Balancing technical innovation with disease complexity. [PDF]
Gibson KD.
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The Chocolate Curriculum: A Gateway to Materials Science and Engineering and Python Programming. [PDF]
Nunes JK, Chakravarti A, Feng ZV.
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Microscopic Insights into a Ligand Escape Pathway and Energetics in Leucine-Isoleucine-Valine Binding Protein. [PDF]
Das J.
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Elliptical tempered stable distribution
Elliptical distributions are useful for modelling multivariate data, multivariate normal and Student t distributions being two special classes. In this paper, we provide a definition for the elliptical tempered stable (ETS) distribution based on its characteristic function, which involves a unique spectral measure.
Fallahgoul, Hassan A. +2 more
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Convolution of temperate distributions
Publicationes Mathematicae Debrecen, 2022Let \(L_ n\), \(n\in \mathbb N\), be the Hilbert space of all functions \(\phi:\mathbb R^ r\to \mathbb C\) for which each \(x^{\alpha}D^{\beta}\phi\), \(\alpha,\beta \in \mathbb N^ r\), \(| \alpha +\beta | \leq n\), is square integrable on \(\mathbb R^ r\) and \(L_{-n}\) be the dual space of \(L_ n\).
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On Temperate Distributions Decaying at Infinity
2017We describe classes of temperate distributions with prescribed decay properties at infinity. The definition of the elements of such classes is given in terms of the Schwartz’ bounded distributions, and we discuss their characterization in terms of convolution and of decomposition as a finite sum of derivatives of suitable functions.
ASCANELLI, Alessia +2 more
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