topological Synonyms

No Synonyms and anytonyms found

topological Meaning

Wordnet

topological (a)

of or relating to topology

topological Sentence Examples

  1. The topological properties of the surface determine its curvature and other geometric characteristics.
  2. The topological invariant associated with a knot is its knot type, which remains unchanged under continuous deformations.
  3. Topological insulators exhibit a unique surface conduction phenomenon, where electrons flow along their boundary while the bulk remains insulating.
  4. Topological fluid dynamics is a branch of physics that studies the topological aspects of fluid flow, such as the formation of vortices and turbulence.
  5. The topological sorting algorithm orders a set of elements so that any element that depends on another appears after the dependent element.
  6. Topological defects are imperfections in crystalline structures that disrupt the regular arrangement of atoms.
  7. Topological data analysis techniques are used to extract meaningful insights from complex and noisy data.
  8. Topological spaces provide a framework for studying properties of objects that remain invariant under continuous deformations, such as shape and connectivity.
  9. The topological structure of a graph is represented by its vertices and edges, which define its connectivity and paths.
  10. Topological quantization is a method used in quantum mechanics to determine the allowed energy levels of a system based on topological properties.

FAQs About the word topological

of or relating to topology

No synonyms found.

No antonyms found.

The topological properties of the surface determine its curvature and other geometric characteristics.

The topological invariant associated with a knot is its knot type, which remains unchanged under continuous deformations.

Topological insulators exhibit a unique surface conduction phenomenon, where electrons flow along their boundary while the bulk remains insulating.

Topological fluid dynamics is a branch of physics that studies the topological aspects of fluid flow, such as the formation of vortices and turbulence.