PALABRAS DEL INGLÉS RELACIONADAS CON «EQUIANGULARITY»
equiangularity
geometry
term
equiangular
relates
having
angles
equal
measure
particular
polygon
with
logarithmic
spiral
type
geometric
lines
where
every
pair
makes
same
angle
equiangularity
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noun
uncountable
condition
define
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equi
angular
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unequiangular
adjective
unabridgedequiangularity
collins
always
ˌiːkwɪˌæŋɡjʊˈlærɪtɪ
ˌɛkwɪˌæŋɡjʊˈlærɪtɪ
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10 LIBROS DEL INGLÉS RELACIONADOS CON «EQUIANGULARITY»
Descubre el uso de
equiangularity en la siguiente selección bibliográfica. Libros relacionados con
equiangularity y pequeños extractos de los mismos para contextualizar su uso en la literatura.
1
Handbook of Computational Geometry
Recall that the number of edges (and thus of triangles) does not depend on the
way of triangulating S, and let r be the number of triangles for S. The
equiangularity of a triangulation is defined to be the sorted list of angles (oq, . . . ,
0:3,) of its ...
J.R. Sack, J. Urrutia, 1999
2
General Spatial Involute Gearing
This locus, parallel with the pitch line, intersecting with and perpendicular to the
CDL, will be seen to contain an infinity of points E, exclusively associated with
equiangularity. We will learn how to locate two convenient, legitimate paths for
the ...
3
The Analytic Turn: Analysis in Early Analytic Philosophy and ...
This is what Bolzano seeks to show when he writes: It is known that every
equilateral triangle has the property of equiangularity; but one must admit
however that the concept of this equiangularity does not lie in the concept of an
equilateral ...
4
The Berlin Group and the Philosophy of Logical Empiricism
For instance, an equilateral triangle necessarily falls under the concept [
equiangularity], yet [equiangularity] is not a necessary constituent of the concept [
equilaterality]. Equiangularity is a necessary attribute of an equilateral triangle
without ...
Nikolay Milkov, Volker Peckhaus, 2013
5
Geometry and Robotics: Workshop, Toulouse, France, May ...
The proof uses the notion of local equiangularity. An edge e, adjacent to the two
triangles ti and t2 whose union is a convex quadrilater, is said to be legal if the
smallest angle in ti and t2 is greater than the smallest angle of the triangles t\ and
...
Jean-Daniel Boissonnat, Jean-Paul Laumond, 1989
6
Hume's Theory of Consciousness
... which the understanding regards it : the separate consideration of what cannot
actually exist separately (for example, equilaterality and equiangularity) or the
conjoint consideration of what cannot exist together (equiangularity and scalenity
).
7
The Principles of Psychology
The conception of a sphere and the conception of equiangularity cannot be made
to coexist as object and attribute in consciousness ; and if they cannot be made
thus to coexist, the proposition that they do thus coexist cannot be conceived, ...
8
God, Goodness and Philosophy
If someone asks 'Does equi laterality in triangles determine equiangularity in
triangles, or is it the other way around?', we do ... line of a proof by dilemma that
equilaterality and equiangularity cannot be connected features of triangles.
Rather ...
Dr Harriet A Harris, 2013
9
A Companion to Metaphysics
... has the property of equiangularity or does not have that property (wide
negation), it does not follow from the fact that it does not have the property of
equiangularity that, therefore, it has the property of non-equian-gularity (narrow
negation).
Jaegwon Kim, Ernest Sosa, Gary S. Rosenkrantz, 2009
10
Topics on General and Formal Ontology
We can imagine two properties of Euclidean triangles: equilaterality and
equiangularity. Intuitively, these two properties are different: one is the feature of
having all sides of equal length, the other is the feature of having all angles of
equal ...
