... between design automation tools and architecture
design space exploration technique in a multiobjective con-
straints paradigm with actual execution for all multiproces-
sor on chip configurations ... during the exploration process. This approach still
keeps decoupled design automation tools and exploration,
while in our approach design space exploration fully inte-...
... hemi-relatively nonexpansive if and only if it is weak
relatively nonexpansive.
If E is strictly convex and reflexive Banach space, and A ⊂ E × E
∗
is a continuous
monotone mapping with A
−1
0
/
∅, then ... weak
relatively nonexpansive mapping but not relatively nonexpansive mapping. We have also
the following conclusions: 1 T is not continuous; 2 T is not pseudo-contractive; 3 T...
... compete with the Pt ions in
solution and thus are co-deposited upon the CNT with the
Pt. This is obviously a result of the increasing concentra-
tion of the metal ions in solution over time. It appears ... through spontaneous reduction of the metal ions by the
nanotubes. In the SEED procedure of Qu and Dai [30]it
was shown that metal ions even with a lower reduction
potential than that...
... are not equal and let α, β, ∈ C
1
I be
strictly monotonic continuous functions, γ ∈ C
1
I be positive strictly increasing continuous function,
where I 0,a and
n
i1
p
i
γx
i
≥ γx
j
, ... log-convex in Jensen sense.
Since lim
t→1
φ
t
φ
1
, it follows that φ
t
is continuous, therefore it is a log-convex function
1, page 6.
Since φ
t
is log-convex, that is, log φ
t
is convex, ....
... generalized to nonlinear terms: ϕ
1
us, t and ϕ
2
us, t. Our strategy is to monotonize
functions ϕ
i
s with other two nondecreasing ones such that one has stronger monotonicity than
the ... inequalities with two variables, and gives
an estimation for a general form of nonlinear integral inequality with two variables. This paper does
not require monotonicity of known functions. T...
... boundary conditions,” Journal of
Mathematical Analysis and Applications, vol. 294, no. 2, pp. 712–728, 2004.
[2] C. V. Pao, “Dynamics of reaction-diffusion equations with nonlocal boundary conditions,”
Quarterly ... “Generalized quasilinearization method for reaction diffusion
equations under nonlinear and nonlocal flux conditions,” Journal of Mathematical Analysis and
Applications, vol. 271,...
... obe ying the Kronecker
correlation model and which employs an OSTBC in conjunc-
tion with the corresponding widely linear detection at the re-
ceiver, an equivalent OSTBC system with distributed ... correlation matrix R
Tx
(R
Rx
) with diagonal entries
equal to one and nondiagonal entries with magnitudes
≤ 1.
Suitable unitary matrices are, for example, the (n
×n)-Fourier
matrix with...
... remark on linear functional equations
3. An application
Let S be the space of all continuous functions which map the interval (
−∞,∞) one-to-
one onto itself. Let the canonical function be X(x)
= ... homogeneous functional
equations with constant coefficients.
1.1. Definition of the space S. A function f
∈ C
0
()belongstoS if and only if it maps
the interval one-to-one onto the interv...
... t cumulative distribution function with ν degrees
of freedom and ᐀
−1
ν
denotes its functional inverse, that is, the
Student t quantile function.
With the above expressions, we can find the set ... Statistical Association.
[11] J. Liu and H. Iba, “Selecting informative genes using a mul-
tiobjective evolutionary algorithm,” in Proc. Congress on Evo-
lutionary Computation, pp. 297–302, Ho...
... Pearson and D. M. Howard, “Recent developments with
TAO physical modelling system,” in Proc. International Com-
puter Music Conference, pp. 97–99, Hong Kong, China, August
1996.
[4] J.D.MorrisonandJ.M.Adrien, ... individual mass element. Mono-
phonic audio output to the sound card is achieved via a
virtual microphone placed on any individual mass within
the instrument. Stereophonic output...