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Compressed sensing acceleration of radial 3-D alternating Look-Locker T 1 mapping. [PDF]
Aarnio A +3 more
europepmc +1 more source
Implementing bilinear interpolation with quantum images [PDF]
Abstract A bilinear interpolation technique is proposed for flexible representations of quantum images (FRQIs). In this process, several quantum modules were developed, including assignment, increment, and quarter modules, for use in an interpolation circuit. The network structure of these circuits, capable of both up-sampling and down-sampling FRQIs,
Fei Yan +2 more
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Bilinear interpolation theorems and applications
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Mieczysław Mastyło
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On interpolation of weakly compact bilinear operators
AbstractWe study the interpolation properties of weakly compact bilinear operators by the real method and also by the complex method. We also study the factorization property of weakly compact bilinear operators through reflexive Banach spaces.
Fernando Cobos +2 more
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On interpolation properties of compact bilinear operators
Mathematische Nachrichten, 2017We investigate interpolation properties of compact bilinear operators under the general real method. Results apply in particular to the real method with a function parameter and also to the complex method in the special case when the couple in the target reduces to a single Banach space or the source is a product of two fixed Banach spaces.
Luz M Fernandez-Cabrera, Anton Martinez
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Bilinear interpolation theorems
Revista De La Real Academia De Ciencias Exactas, Fisicas Y Naturales - Serie A: MatematicaszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mieczysław Mastyło
exaly +2 more sources
Bilinear interpolation of geomagnetic field
2010 International Conference on Computer Application and System Modeling (ICCASM 2010), 2010The real-time attitude angles detection technology of conventional ammunition requires access to the intensity of geomagnetic field with high speed. Thus, bilinear interpolation was proposed and studied to calculate the intensity of geomagnetic field. This interpolation was premised on reducing the factors that may affect geomagnetic field.
null Jian-jing Liu, He Zhang, Li Chen
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Interpolation by Bilinear splines
Mathematical Notes of the Academy of Sciences of the USSR, 1990Let \(\Omega=[0,1]\times[0,1]\) and let \(C^{1,1}_ \omega(\Omega)\) denote a space of bivariate functions with continuous partial derivatives of order one on \(\Omega\) with \(\omega(f;t,\tau)\leq\omega(t,\tau)\). Here, \(\omega(t,\tau)\) denotes a convex modulus of continuity and \(\omega(f;t,\tau)\) stands for the usual modulus of continuity of \(f\).
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