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Frequency-Time Harmonization of Multi-Station Spectrograms for Machine Learning Applications in Solar Radio Burst Analysis. [PDF]
Sensors (Basel)Hristov V +4 more
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Effective Dimensionality: A Tutorial [PDF]
Multivariate Behavioral Research, 2021 The topic of this tutorial is the effective dimensionality (ED) of a dataset, that is, the equivalent number of orthogonal dimensions that would produce the same overall pattern of covariation.
Marco Del Giudice
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Three-dimensional and four-dimensional echocardiography
Ultrasound in Medicine & Biology, 1994Since its introduction in 1974, 3-D reconstruction of the heart has undergone significant technological refinements in image acquisition, processing and display techniques. Image acquisition for transthoracic 3-D reconstruction utilizes the parasternal or apical windows, or combinations of the two.
E O, Ofili, N C, Nanda
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Advanced Drug Delivery Reviews, 2018
The interaction of biological cells with artificial biomaterials is one of the most important issues in tissue engineering and regenerative medicine. The interaction is strongly governed by physical and chemical properties of the materials and displayed with differentiated cellular behaviors, including cell self-renewal, differentiation, reprogramming,
Can, Zhang +6 more
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The interaction of biological cells with artificial biomaterials is one of the most important issues in tissue engineering and regenerative medicine. The interaction is strongly governed by physical and chemical properties of the materials and displayed with differentiated cellular behaviors, including cell self-renewal, differentiation, reprogramming,
Can, Zhang +6 more
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TWO-DIMENSIONAL-THREE-DIMENSIONAL CORRESPONDENCE IN MAMMOGRAPHY
Cybernetics and Systems, 2004We present a framework for the registration and correspondence of magnetic resonance (MR) (three-dimensional data, 3D, data) and x-ray (two-dimensional data, 2D, data) mammographic images. The robustness of this work relies on the development of a novel method to establish nonlinear correspondence between modalities of different dimensionality, which ...
Robert Marti +3 more
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IBM Journal of Research and Development, 1960
The dimensions of physical quantities q are interpreted as vectors q i (γ i1 , γ i2 , …,γ in )≡γ i1 b 1 +γ i2 b 2 +…+γ in b n , where the basic elements b j generating the vector space represent the basic quantities of the dimensional system and the coefficients γ j are defined by an equation.
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The dimensions of physical quantities q are interpreted as vectors q i (γ i1 , γ i2 , …,γ in )≡γ i1 b 1 +γ i2 b 2 +…+γ in b n , where the basic elements b j generating the vector space represent the basic quantities of the dimensional system and the coefficients γ j are defined by an equation.
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Physical Review Letters, 1992
Summary: We propose that the dimension \(D\) be used as a perturbation parameter. The coefficients in the resulting dimensional expansion, a series in powers of \(D\), can be obtained in both quantum-mechanical and field-theoretic models. In this paper the first three terms in the dimensional expansion for the ground-state energy density for a self ...
Bender, Carl M. +2 more
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Summary: We propose that the dimension \(D\) be used as a perturbation parameter. The coefficients in the resulting dimensional expansion, a series in powers of \(D\), can be obtained in both quantum-mechanical and field-theoretic models. In this paper the first three terms in the dimensional expansion for the ground-state energy density for a self ...
Bender, Carl M. +2 more
openaire +2 more sources