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951.
There exists a triangle T and a number
\frac{1}{2}$$
" align="middle" border="0">
such that any sequence of triangles similar to T with total area not greater than
times the area of T can be packed into T. 相似文献
952.
The aim of this paper is to give explicit limit expressions,for diffusion equations involving a small parameter , describingboth nonperiodic homogenization and reduction of dimension.In other words, we give the limit behaviour, when tends tozero, of the diffusion equation in a thin domain, with thicknessof order , when the coefficients of the equation also dependon and may present rapid, nonperiodic oscillations, providedthey satisfy a suitable compensated compactness condition. Weconsider two kinds of reduction of dimension: the case of thinplates (3D 2D) and the case of thin cylinders (3D 1D). Inparticular, we give the limit diffusion equation for laminatedplates. This is completely explicit and requires no specialassumption, except stratification. In the case of thin cylinders,the formulae are less explicit, but we also indicate some simpleapplications. 相似文献
953.
In this paper, we investigate the limiting behavior of increments of the uniform empirical process. More precisely, we are concerned by sets of exceptional oscillation points related to large and small increments. We prove that these sets are random fractals and evaluate their Hausdorff dimensions. This work is a complement to the previous investigations carried out by Deheuvels and Mason(6) where Csörg–Révész–Stute-type increments are studied. 相似文献
954.
Suppose {f
1,...,f
m
} is a set of Lipschitz maps of
d
. We form the iterated function system (IFS) by independently choosing the maps so that the map f
i
is chosen with probability p
i
(
m
i=1
p
i
=1). We assume that the IFS contracts on average. We give an upper bound for the upper Hausdorff dimension of the invariant measure induced on
d
and as a corollary show that the measure will be singular if the modulus of the entropy
i
p
i
log p
i
is less than d times the modulus of the Lyapunov exponent of the system. Using a version of Shannon's Theorem for random walks on semigroups we improve this estimate and show that it is actually attainable for certain cases of affine mappings of . 相似文献
955.
Extending an old lemma by Dushnik, we establish the dimension d(3, k; n) of the containment order generated by the 3-element and k-element subsets of an n-element set for most k between
and n. 相似文献
956.
René L. Schilling 《Journal of Theoretical Probability》1998,11(2):303-330
Let {X
t}
t0 be a Feller process generated by a pseudo-differential operator whose symbol satisfiesÇn|q(Ç,)|c(1=)()) for some fixed continuous negative definite function (). The Hausdorff dimension of the set {X
t:tE}, E [0, 1] is any analytic set, is a.s. bounded above by dim E. is the Blumenthal–Getoor upper index of the Levy Process associated with (). 相似文献
957.
Zdeněk Skalák 《Applications of Mathematics》1998,43(1):9-21
Let X be a compact subset of a separable Hilbert space H with finite fractal dimension d
F(X), and P
0an orthogonal projection in H of rank greater than or equal to 2 d
F (X) + 1. For every > 0, there exists an orthogonal projection P in H of the same rank as P
0, which is injective when restricted to X and such that P – P
0 < This result follows from Mañé's paper. Thus the inverse (P|X)–1 of the restricted mapping P|X: X PX is well defined. It is natural to ask whether there exists a universal modulus of continuity for the inverse of Mañé's projection (P|
X
)–1. It is known that when H is finite dimensional then (P|
X
)–1 is Hölder continuous. In this paper we shall prove that if X is a global attractor of an infinite dimensional dissipative evolutionary equation then in some cases (e.g. two-dimensional Navier-Stokes equations with homogeneous Dirichlet boundary conditions)
for every x, y X such that
, where is a positive constant. 相似文献
958.
We consider a multivalued BVP x'(t) A(t)x((t))+ F(t,x((t))), Lx= . Under appropriate assumptions on A, L and F, we prove that for sufficiently small the set of solutions to this problem is a nonempty infinite dimensional AR-space (Theorem 4). 相似文献
959.
We present a dynamical approach to the study of the singularity of infinitely convolved Bernoulli measuresv
, for the golden section. We introducev
as the transverse measure of the maximum entropy measure on the repelling set invariant for contracting maps of the square, the fat baker's transformation. Our approach strongly relies on the Markov structure of the underlying dynamical system. Indeed, if =golden mean, the fat baker's transformation has a very simple Markov coding. The ambiguity (of order two) of this coding, which appears when projecting on the line, due to passages for the central, overlapping zone, can be expressed by means of products of matrices (of order two). This product has a Markov distribution inherited by the Markov structure of the map. The dimension of the projected measure is therefore associated to the growth of this product; our dimension formula appears in a natural way as a version of the Furstenberg-Guivarch formula. Our technique provides an explicit dimension formula and, most important, provides a formalism well suited for the multifractal analysis of this measure, as we will show in a forthcoming paper. 相似文献
960.
提出了一种简明的理论分析方法,求出了三分子反应A+2X 3X在一维介质上的动力学行为的解析解,并成功地解决了该反应动力学行为对初始条件的依赖性问题。还通过数值模拟证实了提出的理论方法的正确性。 相似文献