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Home > english-french > "alexander polynomial" in French

French translation for "alexander polynomial"

polynôme d'alexander
Example Sentences:
1.Alexander proved the Alexander polynomial satisfies a skein relation.
Alexander avait démontré que le polynôme d'Alexander satisfait une relation d'écheveau.
2.To work out the Alexander polynomial, first one must create an incidence matrix of size (n, n + 2).
Pour déterminer le polynôme d'Alexander, on construit d'abord une matrice d'incidence de taille (n, n + 2).
3.He introduced the technique of Alexander polynomial for the study of fundamental groups of the complements to plane algebraic curves.
Il a introduit la technique du Polynôme d'Alexander pour l'étude du groupe fondamental des complémentaires des courbes planes algébriques.
4.Thus an Alexander polynomial always exists, and is clearly a knot invariant, denoted Δ K ( t ) {\displaystyle \Delta _{K}(t)} .
Le polynôme d'Alexander existe toujours, et est clairement un invariant (topologique) de nœud, que l'on note Δ K ( t )
5.It is known that every integral Laurent polynomial which is both symmetric and evaluates to a unit at 1 is the Alexander polynomial of a knot (Kawauchi 1996).
Réciproquement, tout polynôme de Laurent (à coefficients entiers), symétrique et valant ± 1
6.Michael Freedman proved that a knot in the 3-sphere is topologically slice; i.e., bounds a "locally-flat" topological disc in the 4-ball, if the Alexander polynomial of the knot is trivial (Freedman and Quinn, 1990).
Michael Freedman a démontré que si le polynôme d'Alexander d'un nœud est trivial, ce nœud est topologiquement bordant (Freedman et Quinn 1990).
7.Here are Conway's skein relations: ∇ ( O ) = 1 {\displaystyle \nabla (O)=1} (where O is any diagram of the unknot) ∇ ( L + ) − ∇ ( L − ) = z ∇ ( L 0 ) {\displaystyle \nabla (L_{+})-\nabla (L_{-})=z\nabla (L_{0})} The relationship to the standard Alexander polynomial is given by Δ L ( t 2 ) = ∇ L ( t − t − 1 ) {\displaystyle \Delta _{L}(t^{2})=\nabla _{L}(t-t^{-1})} .
Les relations d'écheveau (skein relations) de Conway sont les suivantes : ∇ ( O ) = 1
Similar Words:
"alexander piorkowski" French translation, "alexander ploner" French translation, "alexander pokryshkin" French translation, "alexander pollock" French translation, "alexander polyhistor" French translation, "alexander ponomarenko" French translation, "alexander pope" French translation, "alexander popham" French translation, "alexander popov" French translation