Objective Macular Asymmetry Metrics for Glaucoma Detection Using a Temporal Raphe-Based OCT Linearization Algorithm. [PDF]
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Optimizing binary neural network quantization for fixed pattern noise robustness. [PDF]
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Tau Axonal Sorting and Interaction With Synaptic Plasticity Modulators Is Domain- and Isoform-Dependent in Human iPSC-Derived Neurons. [PDF]
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Effective transfer of tumor annotations from hematoxylin and eosin to fluorescence images of breast and lung tissues. [PDF]
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Riemannian frameworks for the harmonization of resting-state functional MRI scans. [PDF]
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Affine Arithmetic: Concepts and Applications
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IDEAL ARITHMETIC IN AFFINE PI RINGS
The Quarterly Journal of Mathematics, 1992A prime, noetherian, hereditary ring \(R\) whose nonzero ideals are invertible is called a Dedekind prime ring. It is well-known that a commutative domain is Dedekind if (and only if) its ideals are products of prime ideals. Due to \textit{A. W. Chatters} and \textit{C. R. Hajarnavis} [J.
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Sampling procedural shaders using affine arithmetic
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