..............page:605-608
..............page:609-614
..............page:615-618
..............page:619-623
Hamiltonian System of New Nonlinear Lattice Equations
ZHAO Qiu-Lan YU Yang LI Xue-Hua 1 College of Science; Shandong University of Science and Technology; Qingdao 266510; China 2 College of Information Science and Engineering; Shandong University of Science and Technology; Qingdao 266510; China
..............page:624-630
..............page:631-634
..............page:635-636
New Poisson Sum Formula Derived by Squeezing Transformation in Quantum Optics
FAN Hong-Yi MA Shan-Jun 1 College of Physics & Communication Electronics; Jiangxi Normal University; Nanchang 330022; China 2 Department of Material Science and Engineering; University of Science and Technology of China; Hefei 230026; China 3 Department of Physics; Shanghai Jiao Tong University; Shanghai 200030; China
..............page:637-639
..............page:640-644
..............page:645-647
Quantum Dialogue by Using Non-Symmetric Quantum Channel
ZHAN You-Bang ZHANG Ling-Ling WANG Yu-Wu ZHANG Qun-Yong 1 Department of Physics; Huaiyin Teachers College; Huaian 223300; China 2 School of Physical Science and Technology; Suzhou University; Suzhou 215006; China 3 Department of Computer Science; Huaiyin Teachers College; Huaian 223300; China
..............page:648-652
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..............page:659-664
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..............page:693-697
..............page:698-702
..............page:703-710
..............page:711-715
Relativistic Continuum Random Phase Approximation and Applications I. Formalism
YANG Ding CAO Li-Gang MA Zhong-Yu 1 China Institute of Atomic Energy; P.O.Box 275; Beijing 102413; China 2 Communication University of China; Beijing 100024; China 3 Center of Theoretical Nuclear Physics; National Laboratory of Heavy Collision; Lanzhou 730000; China 4 Institute of Modern Physics; Chinese Academy of Science; Lanzhou 730000; China
..............page:716-722
Relativistic Continuum Random Phase Approximation and Applications Ⅱ. Applications
YANG Ding CAO Li-Gang MA Zhong-Yu 1China Institute of Atomic Energy; P.O.Box 275; Beijing 102413; China 2Communication University of China; Beijing 100024; China 3Center of Theoretical Nuclear Physics; National Laboratory of Heavy Collision; Lanzhou 730000; China 4Institute of Modern Physics; Chinese Academy of Science; Lanzhou 730000; China
..............page:723-730
..............page:731-734
..............page:735-741
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..............page:759-763
..............page:764-770
..............page:771-772
..............page:596-604
..............page:591-595
..............page:773-776
..............page:777-781
..............page:782-786
consensus of multi-agent systems with prestissimo scale-free networks
YANG Hong-Yong LU Lan CAO Ke-Cai ZHANG Si-Ying 1School of Information Science and Engineering; Ludong University; Yantai 264025; China 2School of Automation; Nanjing University of Posts and Telecommunications; Nanjing 210003; China 3Institute of Complexity Science; Qingdao University; Qingdao 266071; China
..............page:787-792