MOTS EN PORTUGAIS EN RAPPORT AVEC «HOMALOIDAL»
homaloidal
homaloidal
meaning
encyclo
results
from
encyclopedia
glance
definitions
onelook
search
found
dictionaries
with
that
include
word
click
first
link
below
directly
page
where
hypersurfaces
vanishing
hessian
introduce
various
families
irreducible
projective
space
r⩾
some
these
hypersurfa
whose
consideration
classes
known
polynomial
functions
degree
springer
this
paper
consider
such
their
multiplicative
legendre
transform
defined
etingof
origin
wordsense
spelling
hyphenation
pronunciation
translations
dicionário
português
homalóide
meio
especial
indefinido
babylon
language
idioms
slang
glossaries
webster
revised
homaloidalの意味
英和辞典
weblio辞書
homaloidalの意味や和訳。
出典
『wiktionary』
語源
ancient
greek
ὁμαλός
homalos
even
level
万語
polynomials
project
euclid
polar
∂f
partial
izes
10 LIVRES EN PORTUGAIS EN RAPPORT AVEC «HOMALOIDAL»
Découvrez l'usage de
homaloidal dans la sélection bibliographique suivante. Des livres en rapport avec
homaloidal et de courts extraits de ceux-ci pour replacer dans son contexte son utilisation littéraire.
1
Geometry of the Plane Cremona Maps
Hence the homaloidal curve C must be a component of D. But since there are
infinite irreducible homaloidal curves in C (2.1.3), we reach a contradiction. D As
it was announced in advance in the previous section, 5.3.1 and 5.2.20 together ...
Maria Alberich-Carraminana, 2002
2
Geometry of Four Dimensions
CHAPTER XI. Curves in jv-Fold Homaloidal Space. In this chapter, the results
relating to the principal homaloidal amplitudes connected with a skew curve in ?t-
fold homaloidal space are merely stated, usually without the contributory analysis
.
3
Lectures on Curves, Surfaces and Projective Varieties: A ...
We now give a brief discussion of a method, first suggested by L. Cremona [29], [
30], for determining (if they exist) all the homaloidal systems of surfaces in P3 that
contain a given (rational) surface Fo having a known representation over a ...
4
Bulletin of the National Research Council
A surface <f> of a homaloidal web is cut by the other surfaces of the web in a
homaloidal net of curves on <j>. Since <f> is rational it can be mapped on a
plane ir by a net 2 of curves of order r on a certain base B. All surfaces of order n
cut <£ in ...
5
Selected Topics in Algebraic Geometry
The first general method for obtaining a wide variety of transformations in space
is due to Cre- mona(2s). A surface ,f, of a homaloidal web is cut by the other
surfaces of the web in a homaloidal net of curves on ,£. Since n£ is rational it can
be ...
6
Geometry of Four Dimenions
The purpose of this chapter* is to sketch, though only in brief outline, the different
kinds of measures of the curvature of an amplitude of n dimensions, existing in a
homaloidal space of n + 1 dimensions which will be called the plenary space.
7
Classical Algebraic Geometry: A Modern View
El Lemma 7.5.14 Let v be a proper homaloidal type. Then it belongs to the W(
1EN)orbit of the vector e0. Proof Let v I deO — 2521mm, be a proper homaloidal
type and r] be the corresponding homaloidal bubble cycle. Let w E W(EN) and v' I
...
8
Understanding Space-Time: The Philosophical Development of ...
Space-time in which there is no gravitational field which cannot be transformed
away is called homaloidal . . . Our space is not like that, though we believe that at
great distances from all gravitating matter it tends toward this condition as a limit.
9
Algebra, Arithmetic, and Geometry: Volume I: In Honor of Yu. ...
2.1 Homaloidal linear systems We will be working over the field of complex
numbers. Recall that a dominant rational map χ : P2− → P2 is given by a 2-
dimensional linear system H equal to the proper transform of the linear system of
lines H ...
Yuri Tschinkel, Yuri Zarhin, 2010
10
Algebraic Curves over a Finite Field
In this case, the transformation to is birational; it is also called a Cremona
transformation. Then through the points P0, P1, . . . , Pnzzl pass all curves of the
net Q This is therefore a homaloidal net', that is, every two of its curves have a
single ...
J. W.P. Hirschfeld, G. Korchmáros, F. Torres, 2013
