supported by the National Key R&D Program of China(Grant No.2022YFE0208300);the Multi-input Key Project of the Tianjin Natural Science Foundation,China(Grant No.22JCZDJC00760);Funded by the Science Research Project of Hebei Education Department,China(Grant No.CXY2024027).
Spectral beam split is attracting more attention thanks to the efficient use of whole spectrum solar energy and the cogenerative supply for electricity and heat.Nanofluids can selectively absorb and deliver specific s...
the National Natural Science Foundation of China(51808011);the Natural Science Foundation of Chongqing(2022NSCQ-MSX5521).
The secondary solar heat gain,defined as the heat flows from glazing to indoor environment through longwave radiation and convection,grows with the increasing of glazing absorption.With the rapid development and appli...
supported by the Czech Ministry of Education,Youth and Sports under project Reg.No.SP2021/25;partially from the project“e-Infrastructure CZ”Reg.No.LM2018140.
The field of mobility prediction has been widely investigated in the recent past,especially the reduction of the coverage radius of cellular networks,which led to an increase in hand-over events.Changing the cell cove...
Supported by the National Natural Science Foundation of China (Grant Nos.11971180;12271337);the Characteristic Innovation Project of General Colleges and Universities in Guangdong Province (Grant No.2022KTSC X225)。
The Sombor index,which was recently introduced into chemical graph theory,can predict physico-chemical properties of molecules.In this paper,we investigate the properties of (p-)Sombor index from an algebraic viewpoin...
supported by the U.S.Department of Energy(DOE),Office of Basic Energy Sciences,Division of Materials Sciences and Engineering under Award#DE-SC0023088.
Multispectral imaging has been used for numerous applications in e.g.,environmental monitoring,aerospace,defense,and biomedicine.Here,we present a diffractive optical network-based multispectral imaging system trained...
supported by National Natural Science Foundation of China(Grant No.12071213);the Natural Science Foundation of Jiangsu Province in China(Grant No.BK20211142);。
We introduce a graph-directed pair of planar self-similar sets that possess fully symmetric Laplacians. For these two fractals, due to Shima’s celebrated criterion, we point out that one admits the spectral decimatio...
This work has been supported by the National Natural Science Foundation of China(Nos.61905026 and 11874091);the Jilin Province Science and Technology Development Project(Nos.20180519019JH,20180804009HJ and 20190701024GH);the Jilin Province Industrial Innovation Special Fund Project(Nos.2018C040-3 and 2019C043-6);the Development of Key Laboratory of Astronomical Optics Technology,Chinese Academy of Sciences(No.CAS-KLAOTKF201803);the Changchun University of Science and Technology(No.XJJLG-2017-01).
In order to avoid the effect of photon defect on the imaging during X-ray generation,an imaging integral filter based on quantum enhancement was proposed in this paper to effectively reduce the sensitivity of X-ray de...
Supported by National Key Research and Development Program of China(2016YFA0400200);the National Natural Science Foundation of China(11635011,11761141001,11663006,11722328);the 100 Talents program of Chinese Academy of Sciences
More than fifty years after the discovery of the knee in the cosmic ray (CR) spectra, its physical origin remains a mystery. This is partly due to the ambiguity of the energy spectra of individual components. Recent...
A method is presented for calculating a matrix spectrum with a given set of eigenvalues. It can be used to build systems with different spectrums with the aim of choosing desired alternative. It enables a practical im...
supported by the Natural Science Foundation of China(Nos.11461049,11371185);the Major Program of the National Natural Science Foundation of Inner Mongolia(No.2013ZD01);the National Science Foundation for Fostering Distinguished Young Scholars of Inner Mongolia(No.2013JQ01)
In this paper, the authors investigate the spectral inclusion properties of the quadratic numerical range for unbounded Hamiltonian operators. Moreover, some examples are presented to illustrate the main results.