Results 131 to 140 of about 323,104 (323)
On irreducible polynomials in several variables which become reducible when the variables are replaced by powers of themselves [PDF]
, 1930 Eli Gourin
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Transforming Room Acoustics with Causality‐Driven Dual‐Function Passive Metamaterials
Advanced Materials Technologies, EarlyView.This work presents an dual acoustic metamaterial for rooms that achieves excellent broadband performance for both sound absorption and sound diffusion. This is done by using causality formulations linking the absorption of the passive system to its volume, yielding an optimal surface area ratio required for excellent sound absorption and while ...
Eric Ballestero +5 more
wiley +1 more source
Proceedings of the 50th Annual ACM SIGACT Symposium on Theory of Computing, 2018 The approximate degree of a Boolean function $f(x_{1},x_{2},\ldots,x_{n})$ is the minimum degree of a real polynomial that approximates $f$ pointwise within $1/3$. Upper bounds on approximate degree have a variety of applications in learning theory, differential privacy, and algorithm design in general.
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Multivariable Lucas Polynomials and Lucanomials [PDF]
arXiv, 2019 Lucas polynomials are polynomials in $s_1$ and $s_2$ defined recursively by $\{0\}=0$, $\{1\}=1$, and $\{m\}=s_1\{m-1\}+s_2\{m-2\}$ for $m \geq 2$. We generalize Lucas polynomials from 2-variable polynomials to multivariable polynomials. This is done by first defining $r$-Lucas polynomials $\{m\}_r$ in the variables $s_1$, $s_r$, and $s_{2r}$.
arxiv
On the Location of the Roots of the Derivative of a Polynomial [PDF]
, 1922 J. L. Walsh
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Progress in Surface Plasmon and Other Resonance Biosensors for Biomedical Applications
Advanced Materials Technologies, EarlyView.This is the shortened version: Recent advancements in surface plasmon resonance and other optical resonance biosensors for biomedical applications are presented. Advanced sensing strategies are examined for the detection of diverse analytes, integration of nanomaterials and machine learning, and emerging nonplasmonic modes like guided mode resonance ...
Faten Bashar Kamal Eddin +8 more
wiley +1 more source
Local polynomials are polynomials [PDF]
Studia Mathematica, 1995 Günter Lumer +4 more
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Analysis of Lingual Arch Form in Dental Students of Nepal with Normal Occlusion
Clinical, Cosmetic and Investigational Dentistry, 2020 Dashrath Kafle,1 Vasant Devagiri,2 Prabhat Kumar Chaudhari,3 Rajeev Kumar Mishra1 1Department of Orthodontics, Kathmandu University School of Medical Sciences, Dhulikhel, Bagmati, Nepal; 2Department of Orthodontics, College of Medical Sciences, Kathmandu
Kafle D +3 more
doaj