Results 21 to 30 of about 120,588 (269)
Irregular spatial distribution of photon transmission through a photochromic crystal photoisomerized by a local optical near-field excitation was previously reported, which manifested complex branching processes via the interplay of material deformation ...
Kazuharu Uchiyama +8 more
doaj +1 more source
Sharp Focusing of a Hybrid Vector Beam with a Polarization Singularity
The key result of this work is the use of the global characteristics of the polarization singularities of the entire beam as a whole, rather than the analysis of local polarization, Stokes and Poincare–Hopf indices.
Victor V. Kotlyar +2 more
doaj +1 more source
Codimension-3 Singularities and Yukawa Couplings in F-theory [PDF]
F-theory is one of the frameworks where all the Yukawa couplings of grand unified theories are generated and their computation is possible. The Yukawa couplings of charged matter multiplets are supposed to be generated around codimension-3 singularity ...
Andreas +64 more
core +1 more source
Application of singularity theory and logistic regression model for tungsten polymetallic potential mapping [PDF]
Geo-anomalies with complex structures in the earth's crust may be defined as preferable hydrothermal ore-forming targets. The separation and explanation of anomaly from geological background have a profound influence on the analysis of geological ...
Y. Liu, Q. Xia, Q. Cheng, X. Wang
doaj +1 more source
The Bell states in noncommutative algebraic geometry [PDF]
We introduce new mathematical aspects of the Bell states using matrix factorizations, nonnoetherian singularities, and noncommutative blowups. A matrix factorization of a polynomial $p$ consists of two matrices $\phi_1,\phi_2$ such that $\phi_1\phi_2 ...
Charlie Beil +3 more
core +3 more sources
The local analytical triviality of a complex analytic singular foliation
The authors investigate complex analytic singular foliations defined on the complex analytic manifold \(M\) of dimension \(n\). After recalling basic notions of the theory of singular foliations they prove a theorem about local analytic triviality along the leaves. The main tool of the proof is the Whitney stratification of the singular locus. The last
MITERA, Yoshiki, YOSHIZAKI, Junya
openaire +2 more sources
We investigate under what conditions holomorphic forms defined on the regular locus of a reduced complex space extend to holomorphic (or logarithmic) forms on a resolution of singularities.
Kebekus, Stefan, Schnell, Christian
core +1 more source
Equivariant Hirzebruch class for singular varieties [PDF]
The Hirzebruch $td_y(X)$ class of a complex manifold X is a formal combination of Chern characters of the sheaves of differential forms multiplied by the Todd class.
Weber, Andrzej
core +1 more source
A Parametric Shape Model Applied to Tracing the Migration of the Objects Near an Asteroid
In the past decades, space missions to small bodies (Galileo, OSIRIS‐REx, Hayabusa, Hayabusa2, Chang'e 2, Rosetta, etc.) have enriched us greatly with voluminous new knowledge on our solar system.
Z. J. Yan +5 more
doaj +1 more source
Classification of rational unicuspidal curves with two Newton pairs [PDF]
Based on Tiankai Liu's PhD thesis (MIT, 2014), we give a complete classification of local topological types of singularities with two Newton pairs on rational unicuspidal complex projective plane curves.
Bodnár, József
core +2 more sources

