Results 61 to 70 of about 70,034 (260)
Multiband Switchable Microwave Absorbing Metamaterials Based on Reconfigurable Kirigami–Origami
A reconfigurable metamaterial featuring tunable microwave‐absorbing and load‐bearing performance is proposed. Stretchable kirigami and bistable origami configurations are integrated as actuating components, and the synergistic deformation mechanisms are systematically analyzed.
Weimin Ding +7 more
wiley +1 more source
Decomposition of Tensor Products Involving a Steinberg Module [PDF]
We study the decomposition of tensor products between a Steinberg module and a costandard module, both as a module for the algebraic group $G$ and when restricted to either a Frobenius kernel $G_r$ or a finite Chevalley group $G(\mathbb{F}_q)$. In all three cases, we give formulas reducing this to standard character data for $G$.
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Guided by the golden ratio, a class of aperiodic architected metamaterials is introduced to address the intrinsic trade‐off between strength and toughness. By unifying local geometric heterogeneity with global order, the golden‐ratio‐guided aperiodic architecture promotes spatial delocalization of damage tolerence regions, leading to more tortuous ...
Junjie Deng +9 more
wiley +1 more source
Generating Operator of XXX or Gaudin Transfer Matrices Has Quasi-Exponential Kernel
Let $M$ be the tensor product of finite-dimensional polynomial evaluation Yangian $Y(gl_N)$-modules. Consider the universal difference operator $D = sum_{k=0}^N (-1)^k T_k(u) e^{-kpartial_u}$ whose coefficients $T_k(u): M o M$ are the XXX transfer ...
Evgeny Mukhin +2 more
doaj
Thermoelectric temperature sensors are developed that directly measure heat changes during optical‐based neural stimulation with millisecond precision. The sensors reveal the temperature windows for safe reversible neural modulation: 1.4–4.5 °C enables reversible neural inhibition, while temperatures above 6.1 °C cause permanent thermal damage.
Junhee Lee +9 more
wiley +1 more source
Extremal loop weight modules and tensor products for quantum toroidal algebras [PDF]
We define integrable representations of quantum toroidal algebras of type A by tensor product, using the Drinfeld "coproduct". This allow us to recover the vector representations recently introduced by Feigin-Jimbo-Miwa-Mukhin [6] and constructed by the ...
Mansuy, Mathieu
core
Torsion in tensor products, and tensor powers, of modules
The results in this paper have been absorbed into arXiv:1412.6454 and arXiv:1412 ...
Celikbas, Olgur +3 more
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Tensor products of modules, rigidity and local cohomology.
The present paper is a continuation of the authors' previous paper [\textit{C. Huneke} and \textit{R. Wiegand}, Math. Ann. 299, No. 3, 449-476 (1994; Zbl 0803.13008)]. The authors study rigidity properties of local cohomology and \(\text{Tor}\). Let \(A\) be a local hypersurface domain of dimension \(d\) and \(M\), \(N\) two finitely generated \(A ...
Huneke, Craig, Wiegand, Roger
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The pyrene and ether groups are incorporated into the covalent triazine polymer (CTP) structure. The synergistic effect of the two functional groups endows CTP with better electron transfer, light absorption, and oxygen activation properties. An impressive apparent quantum yield (13.2% @420 nm) and a remarkable solar‐to‐chemical conversion efficiency ...
Chong Wang +10 more
wiley +1 more source
Morita equivalence of module categories with tensor products [PDF]
(1981). Morita equivalence of module categories with tensor products. Communications in Algebra: Vol. 9, No. 15, pp. 1455-1477.
openaire +2 more sources

