«SMOOTHABLE» İLE İLİŞKİLİ İNGILIZCE KİTAPLAR
smoothable sözcüğünün kullanımını aşağıdaki kaynakça seçkisinde keşfedin.
smoothable ile ilişkili kitaplar ve İngilizce edebiyattaki kullanımı ile ilgili bağlam sağlaması için küçük metinler.
deformations when a global deformation will be nonsingular. To do this we
introduce the notion of a formally smoothable scheme, and investigate its
properties. This gives a framework for passage from local to global. We give
conditions under ...
2
Algebraic Geometry and Singularities
The resulting L'r^l is smoothable. The curve S2(X) is smoothable. because all
space curves are [14]; but also it deforms into S,2: D4 deforms into A2 with given
tangent line (use x3 + 2/3 + e(ax + by)2). Finally, the curve M(3) deforms into L3.
as ...
Antonio Campillo, Luis Narváez Macarro, 1996
3
Canadian Mathematical Bulletin
There exists a real Banach space X such that (i) B(X*) is dentable and B(X) fails
to be smoothable ; and, (ii) B(X**) is (weak*) strongly smoothable and B(X) fails to
be strongly smoothable. Proof. Let X = C(S) where S is a compact Hausdorff ...
4
An Introduction to Lorentz Surfaces
Show that p is not smoothable. Exercise 4.4.5. Remove the interval {y E 0, 0 5 x <
1} from the grid box (~1, 1) x (—1,l) to get the surface S shown in Figure 29.
Check that if : (S, [dxdy]) is tame at infinity even though B33 is not smoothable.
5
Vectors and
Smoothable Curves: Collected Essays: New Edition
Nonfiction. VECTORS AND SMOOTHABLE CURVES, the collected essays of one of our foremost writers, brings together "The New World," "A Partial Glossary," "The Brother in Elysium," and shorter works on Thoreau and Oppen.
6
Several Complex Variables
If K, is nonsingular then i"~ is a smoothing of X. We say x is smoothable to order k
if it has a smoothing of this order (k = oo if and only if y is smoothable). We call X
rigid if all flat deformations of X are locally trivial. In particular a germ of a rigid ...
Raymond O'Neil Wells, American Mathematical Society, 1977
7
Homotopy, Homology, and Manifolds
If such a σ exists then M will be called a smoothable PL-manifold; and σ will be
called a smoothing of M. According to Cairns [3] as corrected by Whitehead [22],
every PL-manifold of dimension ≤ 4 is smoothable. On the other hand according
...
John Willard Milnor, John McCleary, 2009
8
Symposium in Honor of C.H. Clemens: A Weekend of Algebraic ...
In this paper, one parameter degeneration of smoothable stable log surfaces is
our main concern. One can replace a general relatively log minimal model (Al, B)
- > A with another relatively log minimal model, which has better singularities via
...
Charles Herbert Clemens, Aaron Bertram, James A. Carlson, 2002
9
Martingale Approximations
It is known (cf Woyczynski (1975, 1978)) that Banach space B is p-smoothable if
and only if for every q > 1 there exists a constant c > 0 such as for every B-valued
martingale (Xn,Fn) n 'll")'/P- (4.6.7) Therefore, according to (4.6.7), Burkholder's ...
I︠U︡riĭ Vasilʹevich Borovskikh, V. Vladimir Semenovich Koroliuk, 1997
10
Encyclopaedia of Mathematics
AMS 1980 Subject Classification: 15-XX NON-SMOOTHABLE MANIFOLD - A
piecewise- linear or topological manifold that does not admit a smooth structure.
A smoothing of a piecewise-linear manifold A" is a piecewise-linear isomorphism
...
«SMOOTHABLE» TERİMİNİ İÇEREN HABERLER
Ulusal ve uluslararası basında konuşulanları ve
smoothable teriminin aşağıdaki haberlerde hangi bağlamda kullanıldığını keşfedin.
Global warming caused the heat wave that's burning cities and …
I give you my hair, which used to be obedient smoothable dark materials and is now openly my enemy, the way a sweet-natured 11-year-old turns into a sullen ... «Toronto Star, Tem 12»
