... of practical
importance.
4. Approximation-Based Local Features
4.1. Detection and Localization. Based on the explanations
giveninSections2 and 3, the definition of approximation-
based local features ... pages
doi:10.1155/2009/959536
Review A rticle
Building Local Features from Pattern-Based Approximations of
Patches: Discussion on Moments and Hough...
... common element of the set of solutions to a system of equilibrium
problems, the set of fixed points of a nonexpansive mapping, and the set of solutions of the
variational inequality for monotone and ... solutions of problem 1.1, the set of fixed points of an infinite family of
nonexpansive mappings, and the set of solutions to the variational inequality for a mono...
... the
derivation of the achievable rate.
Lemma 2. For a random variable X with probability distribu-
tion function (pdf) f
X
(x) and cumulative distribution function
(cdf) F
X
(x), one has
E
X
[
ln
(
1+X
)
]
=
∞
0
1 ... [14], with a quantization cell approximation [40, 41],
the quantization cell approximation is based on the ideal
assumption that each quantization cell is a Voronoi regi...
... Section 3.
Based on the method of proof and the validity of Theorem 1.1 for systems after suitable
modifications of the definition of T
p,k
in 1.3 and of the hypotheses H1; κ, H2; κ ,and H3;
κ, ... such systems, one for each connected component of ∂Ω.
Theorems 1.1 and 1.2 remain of course true in that setting, with the obvious modification of
the target space in 1...
... Chang, On Chidume’s open questions and approximate solutions of multivalued strongly
accretive mapping equations in Banach spaces,” Journal of Mathematical Analysis a nd Applica-
tions, vol. ... a nonempty
boundedclosedconvexsubsetofE,andletT : K
→ K be an asymptotically pseudocontractive
mapping with a sequence
{k
n
}⊂[1,∞), k
n
→ 1,andF(T) =∅,whereF(T) is the set of
fixed points o...
... quartic functional equation and every solution of the quartic functional equation is said
to be a quartic mapping.
The study of stability of functional equations is important problem in nonlinear
sciences ... differential
equations,” International Journal of Nonlinear Sciences and Numerical Simulation, vol. 8, pp. 311–314,
2007.
34 Z. M. Odibat and S. Momani, “Application of...
... unexpected connection with q-analysis and quantum groups, and thus
with noncommutative geometry q-analysis is a sort of q-deformation of the ordinary analysis.
Spherical functions on quantum groups ... the q-extension of Euler and Genocchi numbers,” Journal of Mathematical Analysis and
Applications, vol. 326, no. 2, pp. 1458–1465, 2007.
4 L C. Jang, “A study on the distr...
... Emulation
Digital emulation of vintage electronic and electromechani-
cal effects processors has received a lot of attention recently.
While their controls and sonics are very desirable, and
the convenience ... introduction of torsionally driven
tensioned springs [44], they have been a staple of guitar
amps.
Modern spring reverbs consist of one or more springs
held under tensio...
... detection [7], automatic modulation classification
[8], radio source localization [9], and so forth.
One of the most commonly used approach to detect the
presence of transmissions is based on energy ... Ottonello, M. Raffetto, and C. S. Regazzoni,
“A comparison between stand-alone and distributed archi-
tectures for spectrum hole detection,” in Proceedings of the
IEEE Wireless Com...
... advantages of the basic mathematical ones.
Application Areas. Areasofapplicationsoffusionarebroad
and range from measurement engineering and production
engineering over robotics and navigation to ... can, on the one hand, lead to better technical
models for sensor fusion and, on the other hand, to a
better understanding of how perception is performed in the
brain. Sensor fusi...