Results 11 to 20 of about 125,665 (304)
Reducible hyperplane sections I [PDF]
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A. CHANDLER, Karen +2 more
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Bilinear mixture model-based methods have recently shown promising capability in nonlinear spectral unmixing. However, relying on the endmembers extracted in advance, their unmixing accuracies decrease, especially when the data is highly mixed.
Bin Yang, Bin Wang, Zongmin Wu
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CLASSIFICATION SUPPORT VECTOR MACHINE IN BREAST CANCER PATIENTS
Support vector machine is one of the supervised learning methods in machine learning that is used in classification. The purpose of this study is to measure the accuracy of classification by using 3 hyperplane functions in SVM, namely linear, sigmoid ...
Siti Hadijah Hasanah
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Affine and toric hyperplane arrangements [PDF]
We extend the Billera-Ehrenborg-Readdy map between the intersection lattice and face lattice of a central hyperplane arrangement to affine and toric hyperplane arrangements.
A. Björner +45 more
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Affine and toric arrangements [PDF]
We extend the Billera―Ehrenborg―Readdy map between the intersection lattice and face lattice of a central hyperplane arrangement to affine and toric hyperplane arrangements.
Richard Ehrenborg +2 more
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On the solution manifold of a differential equation with a delay which has a zero
For a differential equation with a state-dependent delay we show that the associated solution manifold $X_f$ of codimension 1 in the space $C^1([-r,0],\mathbb{R})$ is an almost graph over a hyperplane, which implies that $X_f$ is diffeomorphic to the ...
Hans-Otto Walther
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Zero-Width Quasi-Sliding Mode Band in the Presence of Non-Matched Uncertainties
Sliding mode control strategies are well known for ensuring robustness of the system with respect to disturbance and model uncertainties. For continuous-time plants, they achieve this property by confining the system state to a particular hyperplane in ...
Paweł Latosiński, Andrzej Bartoszewicz
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Hyperfactord of Shi arrangement Sh(A2) and Sh(A3)
In this paper, we introduce the region and the faces poset of shi arrangement that J. Y. Shi firstly introduced it. This is an affine arrangement, each of whose hyperplane is parallel to some"hyperplane of Coxeter arrangement"(Braid arrangement), the ...
Alaa A. A. Al-Mujmaey +1 more
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Classification with Support Hyperplanes [PDF]
A new classification method is proposed, called Support Hyperplanes (SHs). To solve the binary classification task, SHs consider the set of all hyperplanes that do not make classification mistakes, referred to as semi-consistent hyperplanes. A test object is classified using that semi-consistent hyperplane, which is farthest away from it.
Nalbantov, G.I. +2 more
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Fuzzy Granular Hyperplane Classifiers
Granular computing has advantage of knowledge discovery for complex data. In the paper, we present Fuzzy Granular Hyperplane Classifiers (FGHCs) for data classification from a new angle of Granular Computing.
Wei Li +4 more
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