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Πραγματικά χρώματαshow stars as red circles
real colors
Dernière mise à jour : 2011-10-23
Fréquence d'utilisation : 1
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Συμπαγές κόκκινοshow stars as black circles
solid red
Dernière mise à jour : 2011-10-23
Fréquence d'utilisation : 1
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krugovi (circles) του srdan golubović (Σερβία/Γερμανία, Φόρουμ)
krugovi (circles) by srdan golubović (serbia/germany, forum)
Dernière mise à jour : 2017-04-26
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Κατά τη διάρκεια των δύοετών χορήγησης της χρηµατοδότησης, θα διεξαχθούν στην Ευρώpiη δώδεκα piερίpiου έργα enviro-circles.
during the two years that itreceives funding, approximately 12 enviro-circles projects will be carried out in europe.
Dernière mise à jour : 2014-02-06
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conversely any arrangement of great circles may be formed from the gauss map of a zonohedron generated by vectors perpendicular to the planes through the circles.
conversely any arrangement of great circles may be formed from the gauss map of a zonohedron generated by vectors perpendicular to the planes through the circles.
Dernière mise à jour : 2016-03-03
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in protestant circles of germany the notion was popular that the roman catholic pope was neutral on paper only, strongly favouring the allies instead.
in protestant circles of germany, the notion was popular that the roman catholic pope was neutral on paper only, strongly favoring the allies instead.
Dernière mise à jour : 2016-03-03
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simplicial arrangements of great circles correspond via central projection to simplicial arrangements of lines in the projective plane, which were studied by grünbaum (1972).
simplicial arrangements of great circles correspond via central projection to simplicial arrangements of lines in the projective plane, which were studied by grünbaum (1972).
Dernière mise à jour : 2016-03-03
Fréquence d'utilisation : 1
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thus, the edges of the zonohedron can be grouped into zones of parallel edges, which correspond to the segments of a common great circle on the gauss map, and the 1-skeleton of the zonohedron can be viewed as the planar dual graph to an arrangement of great circles on the sphere.
thus, the edges of the zonohedron can be grouped into zones of parallel edges, which correspond to the segments of a common great circle on the gauss map, and the 1-skeleton of the zonohedron can be viewed as the planar dual graph to an arrangement of great circles on the sphere.
Dernière mise à jour : 2016-03-03
Fréquence d'utilisation : 1
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