-
1 ώλα
ἄλᾱ, ἄληwandering: fem nom /voc /acc dualἄλᾱ, ἄληwandering: fem nom /voc sg (doric aeolic)——————ἄλᾱ, ἄληwandering: fem nom /voc /acc dualἄλᾱ, ἄληwandering: fem nom /voc sg (doric aeolic) -
2 Ώλα
Ἄλᾱ, Ἄληςmasc nom /voc /acc dualἌλα, Ἄληςmasc voc sgἌλᾱ, Ἄληςmasc gen sg (doric aeolic)Ἄλα, Ἄληςmasc nom sg (epic) -
3 Ὦλα
Ἄλᾱ, Ἄληςmasc nom /voc /acc dualἌλα, Ἄληςmasc voc sgἌλᾱ, Ἄληςmasc gen sg (doric aeolic)Ἄλα, Ἄληςmasc nom sg (epic) -
4 ὤλα
Βλ. λ. ώλα -
5 ὦλα
Βλ. λ. ώλα
См. также в других словарях:
ὤλα — ἄλᾱ , ἄλη wandering fem nom/voc/acc dual ἄλᾱ , ἄλη wandering fem nom/voc sg (doric aeolic) … Greek morphological index (Ελληνική μορφολογικούς δείκτες)
Ὦλα — Ἄλᾱ , Ἄλης masc nom/voc/acc dual Ἄλα , Ἄλης masc voc sg Ἄλᾱ , Ἄλης masc gen sg (doric aeolic) Ἄλα , Ἄλης masc nom sg (epic) … Greek morphological index (Ελληνική μορφολογικούς δείκτες)
ὦλα — ἄλᾱ , ἄλη wandering fem nom/voc/acc dual ἄλᾱ , ἄλη wandering fem nom/voc sg (doric aeolic) … Greek morphological index (Ελληνική μορφολογικούς δείκτες)
Connection (principal bundle) — This article is about connections on principal bundles. See connection (mathematics) for other types of connections in mathematics. In mathematics, a connection is a device that defines a notion of parallel transport on the bundle; that is, a way … Wikipedia