... Communications and Networking
Volume 2009, Article ID 785927, 15 pages
doi:10.1155/2009/785927
Research Article
Evaluation of Different Power Saving Techniques for
MBMS Services
Antonios Alexiou,
1, ... an overview of the MBMS
multicast mode of UMTS. We underlined the importance
of the analysis of transmission power, when delivering
MBMS data in the downlink...
... the data used for validation is
simulated and therefore can be chosen to have desired levels
of noise. This permitted evaluation of the marker tracking
method for different levels of noise which ... spherical markers. Tracking of these markers provides a direct measure of deformation. Validation
of in vivo medical imaging techniques is often challenging due to the lack of...
... a nonempty subset of X.AsubsetK of X is
called a retract of X if there exists a continuous map P : X → K such that Px x for all
x ∈ K. Every closed convex subset of a uniformly convex Banach ... a nonempty closed
convex subset of X,andFT is the set of fixed points of mapping T. A Banach space X is
said to be uniformly convex if the modulus of convexity of X is as follow...
... responses of configuration E for light undergo-
ing up to five reflections.
power uniformity of the transmitter has yet to be optimized.
For high performance wireless diffuse links with uniform
power ... delay dispersion of such a source configuration
is negligible. The ratio of the maximum to minimum
receivedpoweristermedasdegreeofuniformityandisused
as a measure of the amount...
... (or decreasing) on a, b.
3. Proofs of Theorems 1.5 and 1.6
A We first process the proof of Theorem 1.5.
Let x sin t for x ∈ 0, 1, in which case the proof of Theorem 1.5 can be completed
when ... 2009, Article ID 705317, 6 pages
doi:10.1155/2009/705317
Research Article
Generalizations of Shafer-Fink-Type Inequalities
for the Arc Sine Function
Wenhai Pan and Ling Zhu
De...
... subsequence.
3. Proof of Theorem 1.1
In this section, we will establish the existence of two positive solutions of problem 1.2.
First, we quote some lemmas for later use see the proof of Tarantello ... critical point of I.
Proof. It is obvious that N
−
∗
is closed. Exactly as in the proof of 6, Proposition 3.2, by means
of Ekeland’s principle, we derive a PS
c
2
-sequen...
... gσ,φ
1
σ ∈ K for each σ ∈ R. Now from the uniform
continuity of F
b
on bounded subsets of X, it obviously follows that F
b
is uniformly continuous
on K uniformly for each t ∈ R. Therefore for every ... PAP
0
L
p
0, 1, X. First of all, note that the uniformly
continuity of F on bounded subsets K ⊂ X yields the uniform continuity of its Bohr transform
F
b
on bounded su...
... that
ut
pm−2
≤ M
pm−2
, for t ≥ T
1
. 2.76
Hindawi Publishing Corporation
Boundary Value Problems
Volume 2009, Article ID 563767, 17 pages
doi:10.1155/2009/563767
Research Article
Existence of Global Attractors ... holds.
Now it is a position of Theorem 2.5 to establish some continuity of St with respect to the
initial data u
0
, which will be needed in the proof fo...
... ranking of each of the features
is the slowest operation of GJD, while the slowest part of
ERCF corresponds to the computation of the normalized
cross-correlation in the selection of pairs of regions ... normalized sizes of 3.0/3.7 are used in
FERET, and in LFW behave better with values of 3.0/3.0
for the case of the SD method, and 2.9/5.4 for the case of
the GJD met...
... Corporation
Journal of Inequalities and Applications
Volume 2011, Article ID 761430, 9 pages
doi:10.1155/2011/761430
Research Article
General Fritz Carlson’s Type Inequality for
Sugeno Integrals
Xiaojing ... αβ.
2.7
Therefore, by applying 8 of Proposition 1.2 again, we find that
A
f ·gdμ > αβ. 2.8
Since the values of α, β > 0 are arbitrary, we obtain the desired inequ...