Results 211 to 220 of about 46,438 (258)

Multiscale Modeling and Analysis of Muscle Tissue: A Finite Element Approach for 3D Braided Composite Structures. [PDF]

Biomimetics (Basel)
Dhimole VK, Kumar N, Lee SY, Park SJ.
europepmc   +1 more source

Box-meter integrated solution for power data imputation through device design and deep learning integration. [PDF]

Sci Rep
Gao C, Lin H, Lin Y.
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Comprehensive profiling of chromatin occupancy dynamics through the cell cycle. [PDF]

Nucleic Acids Res
Li Y, MacAlpine DM, Hartemink AJ.
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Timing is everything: Expert opinion on researching epilepsy rhythms by the ILAE Task Force on Chronobiology. [PDF]

Epilepsia
Baud MO, Bernard C, Frauscher B, Karoly PJ, Rao VR.   +4 more
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Cross-Scale Modeling of CFRP Stacking Sequence in Filament-Wound Composite Pressure Vessels: In-Plane and Inter-Layer Homogenization Analysis. [PDF]

Materials (Basel)
Wang Z, Shi J, Zhao X, Li H, Shen H, Liang J, Feng J.   +6 more
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Peering Through the Polymer: Tracking Small Molecules to Improve Polymer Development. [PDF]

Macromolecules
Johnson C, Shilling CM, Starck M, Brittain WDG, Mahon CS, Aguilar JA.   +5 more
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Predictive wave engineering in polymer phononic materials <i>via</i> viscoelastic-geometric coupling.

Mater Horiz
Beniwal S, Bose RK, Krushynska AO.
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Almost periodic sequence solutions of a discrete Lotka–Volterra competitive system with feedback control

Nonlinear Analysis: Real World Applications, 2009
The authors study the existence and uniqueness of almost periodic solutions for the following discrete Lotka-Volterra competitive system with feedback control \[ \begin{aligned} x_1(n+1) &= x_1(n)\exp\{r_1(n)(1- x_1(n)K^{-1}_1(n)- \mu_2(n)x_2(n)- b_1(n)u_1(n))\},\\ x_2(n+ 1) &= x_2(n)\exp\{r_2(n)(1- x_2(n)K^{-1}_2(n)- \mu_1(n)x_1(n)- b_2(n) u_2(n))\},\\
Xiaoxing Chen
exaly   +3 more sources

On Almost-Periodic Operators in the Spaces of Sequences

Acta Applicandae Mathematica, 2001
The author presents some results concerning the norm and the invertibility of the almost-periodic discrete operators of the form \[ (Ax)(n)=\sum_{m\in Z}A(n,m)x(m)\qquad n\in Z \] acting in spaces of sequences with values in a Banach space \(E\). Among the considered spaces of sequences there are the spaces \[ l^p(E)=\left\{ x=\{ x(n)\} _{n\in Z} \Bigl|
Bruno, Giordano, Pankov, A., Tverdokhleb, Yu.   +2 more
openaire   +1 more source