högersingulärvektorerna

Hogersingulärv is a theoretical concept within advanced mathematics, specifically in the field of algebraic geometry. It pertains to the study of singularities in algebraic varieties. A singularity is a point where a geometric object is not "smooth" in the way a plane or a sphere is. In algebraic geometry, these objects are defined by polynomial equations.

The concept of a "högersingulärv" likely refers to a specific type or classification of singularity that possesses a certain property, perhaps related to its "height" or "degree" of degeneracy. The term "höger" is Swedish for "right," which might suggest a directional or ordering aspect to the classification, or it could be a less literal descriptor. "Singulärv" is a neologism likely combining "singular" with a suffix that implies a mathematical object or property.

While the precise definition and applications of "högersingulärv" are not widely established in mainstream literature, such specialized terminology often arises within research groups or for specific theoretical frameworks. It would be used by mathematicians to distinguish between different types of complex singular points, aiding in their classification and the understanding of the local structure of algebraic varieties. Further research would be needed to pinpoint its exact mathematical definition and its place within existing singularity theory.