We study the relevance of nucleon pairs with higher spins,in addition to spin-zero and spin-two pairs(i.e.,S D pairs),in low-lying states of even-even Xe nuclei.By including those higher-spin pairs in our configuratio...We study the relevance of nucleon pairs with higher spins,in addition to spin-zero and spin-two pairs(i.e.,S D pairs),in low-lying states of even-even Xe nuclei.By including those higher-spin pairs in our configuration,we recalculate energy level schemes,elec trical quadrupole moments,magnetic moments and electric quadrupole transition rates,for low-lying states of even-even 128-142Xe nuclei.The agreement between our calculated results and the experimental data is substantially improved in comparison with previous studies.展开更多
In this short note, we show the behavior in Orlicz spaces of best approximations by algebraic polynomials pairs on union of neighborhoods, when the measure of them tends to zero.
基金Foundation of China for supporting this work(Grant No.10975096)supported by the Science&Technology Program of Shanghai Maritime University(GrantNo.20100086)the Major State Basic Research Developing Program of China(Grant No.2007CB815000)
文摘We study the relevance of nucleon pairs with higher spins,in addition to spin-zero and spin-two pairs(i.e.,S D pairs),in low-lying states of even-even Xe nuclei.By including those higher-spin pairs in our configuration,we recalculate energy level schemes,elec trical quadrupole moments,magnetic moments and electric quadrupole transition rates,for low-lying states of even-even 128-142Xe nuclei.The agreement between our calculated results and the experimental data is substantially improved in comparison with previous studies.
文摘In this short note, we show the behavior in Orlicz spaces of best approximations by algebraic polynomials pairs on union of neighborhoods, when the measure of them tends to zero.
