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Topology of real algebraic varieties and tropical homology
Ilia Itenberg
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Gyroscopic stabilization of degenerate equilibria and the topology of real algebraic varieties
Валерий Васильевич Козлов
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Approximation of maps between real algebraic varieties
Journal für die Reine und Angewandte MathematikA nonsingular real algebraic variety 𝑌 is said to have the approximation property if, for every nonsingular real algebraic variety 𝑋, the following holds: if f : X → Y f\colon X\rightarrow Y is a C ∞ \mathcal{C}^{\infty} map that is homotopic to a ...
Juliusz Banecki, W. Kucharz
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Spaces of maps between real algebraic varieties
Bulletin of the London Mathematical SocietyGiven two real algebraic varieties X$X$ and Y$Y$ , we denote by R(X,Y)$\mathcal {R}(X,Y)$ the set of all regular maps from X$X$ to Y$Y$ . The set R(X,Y)$\mathcal {R}(X,Y)$ is regarded as a topological subspace of the space C(X,Y)$\mathcal {C}(X,Y)$ of ...
W. Kucharz
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Journal of Mathematical Sciences, 2004
A formula is given for the complex intersection number of real cycles on a singular real algebraic variety \(X\) whose singularities are topologically rational, in terms of the local intersection numbers and the compactly supported Euler characteristics of the strata of a semi-algebraic Whitney stratification of \(X\).
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A formula is given for the complex intersection number of real cycles on a singular real algebraic variety \(X\) whose singularities are topologically rational, in terms of the local intersection numbers and the compactly supported Euler characteristics of the strata of a semi-algebraic Whitney stratification of \(X\).
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Dequantization of Real Algebraic Geometry on Logarithmic Paper
, 2000On logarithmic paper some real algebraic curves look like smoothed broken lines. Moreover, the broken lines can be obtained as limits of those curves. The corresponding deformation can be viewed as a quantization, in which the broken line is a classical ...
O. Viro
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Viro theorem and topology of real and complex combinatorial hypersurfaces
, 2001We introduce a class of combinatorial hypersurfaces in the complex projective space. They are submanifolds of codimension 2 inℂPn and are topologically “glued” out of algebraic hypersurfaces in (ℂ*)n.
I. Itenberg, E. Shustin
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Seminormalization and continuous rational functions on complex algebraic varieties
Annales de l'Institut FourierThe seminormalization of an algebraic variety is the biggest variety which is link to it with a birational, finite and bijective morphism. In this paper, we bring a new understanding to the seminormalization of complex algebraic varieties.
François Bernard
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An overview of real‐world data sources for oncology and considerations for research
Ca-A Cancer Journal for Clinicians, 2022Lynne Penberthy +2 more
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