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Noise-Tolerant Force Calculations in Density Functional Theory: A Surface Integral Approach for Wavelet-Based Methods. [PDF]
Gubler M +4 more
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An example of non-Kaehler manifold which is a resolution of a ball-product cusp singularity
庄悦 尾形
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Duality of Cusp Singularities (Complex Analysis of Singularities)
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Infinitesimal Deformations of Cusp Singularities
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The duality of Tsuchihashi cusp singularities(Analytic varieties and singularities)
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The graded rings associated to cusp singularities
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On the Frobenius manifolds for cusp singularities
We show that the Frobenius manifold associated to the pair of a cusp singularity and it's canonical primitive form is isomorphic to the one constructed from the Gromov--Witten theory for an orbifold projective line with at most three orbifold points. We also calculate the intersection form of the Frobenius manifold.
Takahashi, Atsushi, Shiraishi, Yuuki
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Bifurcations at a cusp singularity with applications
Acta Applicandae Mathematicae, 1984The authors investigate the nature of bifurcations that occur in a finite dimensional smooth dynamical system depending on more than one parameter. In addition to the saddle point node which is analogous to the Hopf bifurcation, a cusp node can occur. This cusp singularity occurs only in the presence of more than one parameter.
Arrowsmith, D. K., Place, C. M.
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Monostatic SAR with Fold/Cusp Singularities
Journal of Fourier Analysis and Applications, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Felea, Raluca, Nolan, Cliff
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Journal of Singularities, 2015
Summary: We obtain a list of all simple classes of singularities of function germs with respect to the quasi cusp equivalence relation. We discuss its connection with the singularities of Lagrangian projections in presence of a cuspidal edge. We also describe the bifurcation diagrams and caustics of simple quasi cusp singularities.
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Summary: We obtain a list of all simple classes of singularities of function germs with respect to the quasi cusp equivalence relation. We discuss its connection with the singularities of Lagrangian projections in presence of a cuspidal edge. We also describe the bifurcation diagrams and caustics of simple quasi cusp singularities.
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