Eulerian - vertaling naar russisch
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Eulerian - vertaling naar russisch

WIKIMEDIA LIST ARTICLE
Euler's equation; Euler equation; Euler's Equation; List of discoveries by Leonhard Euler; Euler's numbers; Euler's formulas; Eulerian; Euler's equations; Euler equations; Euler Equations; Euler Equation; List of topics named after Leonhard Euler; List of Leonhard Euler's namesakes; List of concepts named after Leonhard Euler

Eulerian         

[ju:'li(ə)riən]

прилагательное

математика

эйлеров

Эйлера

unicursal graph         
  • This mixed graph is Eulerian. The graph is even but not symmetric which proves that evenness and symmetricness are not necessary and sufficient conditions for a mixed graph to be Eulerian.
  • A directed graph with all even degrees that is not Eulerian, serving as a counterexample to the statement that a sufficient condition for a directed graph to be Eulerian is that it has all even degrees
  • An even mixed graph that satisfies the balanced set condition and is therefore an Eulerian mixed graph.
  • An even mixed graph that violates the balanced set condition and is therefore not Eulerian.
  • An infinite graph with all vertex degrees equal to four but with no Eulerian line
  • degree]]. Therefore, this is an Eulerian graph. Following the edges in alphabetical order gives an Eulerian circuit/cycle.
TRAIL IN A FINITE GRAPH WHICH VISITS EVERY EDGE EXACTLY ONCE
Euler path; Euler walk; Euler circuit; Euler tour; Eulerian graph; Eulerian circuit; Euler circut; Euler cycle; Euler graph; Eulerian cycle; Eulerian tour; Fleury's algorithm; Eulerian trail; Eulerian walk; Euler trail; List of impossible figures to redraw; Fleury algorithm; Eulerian graphs; Traversable graph; Kotzig transformations; Euler's circuit; Semi-Eulerian graph; Semi-Eulerian; Hierholzer's algorithm; Unicursal graph; Eulerian orientation; Euler circuits

математика

уникурсальный граф

traversable graph         
  • This mixed graph is Eulerian. The graph is even but not symmetric which proves that evenness and symmetricness are not necessary and sufficient conditions for a mixed graph to be Eulerian.
  • A directed graph with all even degrees that is not Eulerian, serving as a counterexample to the statement that a sufficient condition for a directed graph to be Eulerian is that it has all even degrees
  • An even mixed graph that satisfies the balanced set condition and is therefore an Eulerian mixed graph.
  • An even mixed graph that violates the balanced set condition and is therefore not Eulerian.
  • An infinite graph with all vertex degrees equal to four but with no Eulerian line
  • degree]]. Therefore, this is an Eulerian graph. Following the edges in alphabetical order gives an Eulerian circuit/cycle.
TRAIL IN A FINITE GRAPH WHICH VISITS EVERY EDGE EXACTLY ONCE
Euler path; Euler walk; Euler circuit; Euler tour; Eulerian graph; Eulerian circuit; Euler circut; Euler cycle; Euler graph; Eulerian cycle; Eulerian tour; Fleury's algorithm; Eulerian trail; Eulerian walk; Euler trail; List of impossible figures to redraw; Fleury algorithm; Eulerian graphs; Traversable graph; Kotzig transformations; Euler's circuit; Semi-Eulerian graph; Semi-Eulerian; Hierholzer's algorithm; Unicursal graph; Eulerian orientation; Euler circuits

математика

пересекаемый граф

Definitie

Eulerian
·adj Pertaining to Euler, a German mathematician of the 18th century.
Toon meer definities

Wikipedia

List of things named after Leonhard Euler

In mathematics and physics, many topics are named in honor of Swiss mathematician Leonhard Euler (1707–1783), who made many important discoveries and innovations. Many of these items named after Euler include their own unique function, equation, formula, identity, number (single or sequence), or other mathematical entity. Many of these entities have been given simple and ambiguous names such as Euler's function, Euler's equation, and Euler's formula.

Euler's work touched upon so many fields that he is often the earliest written reference on a given matter. In an effort to avoid naming everything after Euler, some discoveries and theorems are attributed to the first person to have proved them after Euler.

https://en.wikipedia.org/wiki/List of things named after Leonhard Euler
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