Results 71 to 80 of about 2,019,730 (284)
Let \(L^ 2\) denote the Banach algebra of Lebesgue-integrable functions \(f: [0,\omega)\to {\mathbb{C}}\) with convolution product ''*'', \(\Omega\) a nonfinite compact subset of the right half-plane Re s\(>0\) and the space of generalized functions \(X_{\Omega}\) the completion of \(L^ 1\) with respect to the norm \[ | x|_{\Omega}=\max_{s\in \Omega}| \
openaire +2 more sources
Fabrication, Properties, and Applications of Scaffolds for Bone Tissue Regeneration
This review explores cutting‐edge biomaterials and fabrication techniques for scaffolds in bone tissue regeneration. It conducts a critical comparison of various strategies, meticulously analyzes the key contradictions in the field, and outlines an integrated development path spanning from biomaterial selection to clinical application, while ...
Shangsi Chen, Min Wang
wiley +1 more source
EMPLOYING DIFFERENT TYPES OF TAYLOR-LIKE METHODS FOR IMAGE PROCESSING AND INITIAL VALUE PROBLEMS
Many articles have addressed different methods to solve numerical problems but in this paper, Sine-Cosine- Taylor like, Cosine Taylor like and Explicit Taylor like methods are used which is utmost importance to solve image processing and initial value ...
Sukumar Senthil Kumar
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The Cauchy-Lagrangian method for numerical analysis of Euler flow
A novel semi-Lagrangian method is introduced to solve numerically the Euler equation for ideal incompressible flow in arbitrary space dimension. It exploits the time-analyticity of fluid particle trajectories and requires, in principle, only limited ...
Frisch, U. +2 more
core +2 more sources
This work establishes a framework for high‐resolution printed interconnects by coupling e‐jet printing control, multilayer deposition, and sintering optimization. Ink properties and printing speed influence particle stacking, while different sintering atmospheres drive distinct microstructural evolution.
Kaifan Yue +6 more
wiley +1 more source
Taylor expansion for matrix functions of vector variable using the Kronecker product
Taylor expansion is one of the many mathematical tools that is applied in Mechanics and Engineering. In this paper, using the partial derivative of a matrix with respect to a vector and the Kronecker product, the formulae of Taylor series of vector ...
Nguyen Van Khang +2 more
doaj +1 more source
On division of quasianalytic function germs
In this paper, we establish the following criterion for divisibility in the local ring of those quasianalytic function germs at zero which are definable in a polynomially bounded structure.
Nowak, Krzysztof Jan
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Toward Wireless Implantable Robotic Systems Driven by Magnetic Field for Personalized Therapy
Robotic materials are playing an increasingly vital role in enabling sensing and actuation at small scales. This perspective highlights recent advances in magnetic materials and magnetically actuated devices for wireless sensing, actuation, and energy harvesting toward implantable robotic systems for closed‐loop therapy.
Yusheng Wang, Ruijian Ge, Xiaoguang Dong
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In this work, we present a simple and low-cost experiment designed to study the oscillations of the magnetic field created by a cylindrical magnet under two different conditions: far and short distances from the magnetic sensor.
S. Ortuño-Molina +5 more
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A New Localization Algorithm Based on Taylor Series Expansion for NLOS Environment
In Non-Line-Of-Sight (NLOS) environment, location accuracy of Taylorseries expansion location algorithm degrades greatly. A new Taylor-series expansion location algorithm based on self-adaptive Radial-Basis-Function (RBF) neural network is proposed in ...
Ren Jin, Chen Jingxing, Bai Wenle
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