CĂRȚI ÎN ENGLEZĂ ÎN LEGĂTURĂ CU «ENNEAHEDRA»
Descoperă întrebuințarea
enneahedra în următoarea selecție bibliografică. Cărți în legătură cu
enneahedra și extrase din aceasta pentru a furniza contextul de întrebuințare al acestuia în literatura Engleză.
1
The Words of Mathematics: An Etymological Dictionary of ...
[144,65] enneahedron, plural enneahedra (noun), enneahe- dral (adjective): from
Greek ennea "nine" and hedra (prehistoric Greek sedra) "base." An enneahedral
solid has nine faces. Although the Oxford English Dictionary doesn't list ...
2
Crystal Structures, No. 1: Patterns & Symmetry
This is based on a packing of 36-vertex icosahedra [51268] and enneahedra (
43.56]. The large polyhedron, which has symmetry 42m, is called the “tennis ball”
because the pentagons form an endless strip rather like the seam of a tennis ball
...
Michael O'Keeffe, Bruce G. Hyde, 1996
... Valladolid ritardando dandiprats sandalwood enneahedra reawakened
reappeared deflagrate fatshedera fairleader aggregated AADEEGHMST
AADEEGHNPS AADEEGINTV AADEEGIRTV AADEEGLHNS AADEEGNORS
AADEEGNPPS ...
Justin Crozier, Cormac McKeown, 2006
4
Three Toed Sloths and Seven League Boots: A Dictionary of ...
... etc. enneahedron, or enneahedria, pi. enneahedra. a solid having nine faces.
enneander, (in botany) a plant having nine stamens. enneapetalous, (in botany)
having nine petals. enneaphyllous, (in botany) (of a compound leaf) having nine
...
5
Reviews in number theory 1973-83: as printed in Mathematical ...
H35-253 83k:51034 Goldberg, Michael On the space-filling enneahedra. Ceom.
Dedicata 12 (1982), no. 3. 297-306. No general method has yet been found for
deriving all space-filling polyhcdra. but many examples of such polyhcdra are ...
6
Реферативный журнал: Математика
Mi 3, 282—291 (519.174) 4 B558 Goldberg Michael , On the space-filling
enneahedra «Geom. dedic*. 1982, 12, N» 3, 297—306 (517.172.45; 514.174.5) II
A535 Goldberg Moshe , Straus E. G. , Operator norms, multiplicativity factors, and
...
Stimulating, unique book explores the possibilities of mathematical drawing through compass constructions and computer graphics.
8
Spectra of graphs: theory and application
The theory of graph spectra can, in a way, be considered as an attempt to utilize linear algebra including, in particular, the well-developed theory of matrices for the purposes of graph theory and its applications.
Dragoš M. Cvetković, Michael Doob, Horst Sachs, 1980
