نتایج جستجو برای: dirac statistic

تعداد نتایج: 38182  

Journal: :Journal of Statistics Education 2011

Journal: :International Journal of Pure and Apllied Mathematics 2017

Journal: :Теория вероятностей и ее применения 2002

Journal: :Theoretical Economics Letters 2017

Journal: :SSRN Electronic Journal 2018

Journal: :Diabetes Care 1981

Journal: :Proceedings of the National Academy of Sciences of the United States of America 2013
Lin Miao Z F Wang Wenmei Ming Meng-Yu Yao Meixiao Wang Fang Yang Y R Song Fengfeng Zhu Alexei V Fedorov Z Sun C L Gao Canhua Liu Qi-Kun Xue Chao-Xing Liu Feng Liu Dong Qian Jin-Feng Jia

Topological insulators and graphene present two unique classes of materials, which are characterized by spin-polarized (helical) and nonpolarized Dirac cone band structures, respectively. The importance of many-body interactions that renormalize the linear bands near Dirac point in graphene has been well recognized and attracted much recent attention. However, renormalization of the helical Dir...

Journal: :Nano letters 2017
Xiang Yuan Peihong Cheng Longqiang Zhang Cheng Zhang Junyong Wang Yanwen Liu Qingqing Sun Peng Zhou David Wei Zhang Zhigao Hu Xiangang Wan Hugen Yan Zhiqiang Li Faxian Xiu

Three-dimensional topological Dirac semimetals have hitherto stimulated unprecedented research interests as a new class of quantum materials. Breaking certain types of symmetries has been proposed to enable the manipulation of Dirac fermions, and that was soon realized by external modulations such as magnetic fields. However, an intrinsic manipulation of Dirac states, which is more efficient an...

2006
Eui Chul Kim

We considered an extension of the standard functional for the Einstein-Dirac equation where the Dirac operator is replaced by the square of the Dirac operator and a real parameter controlling the length of spinors is introduced. For one distinguished value of the parameter, the resulting Euler-Lagrange equations provide a new type of EinsteinDirac coupling. We establish a special method for con...

2001
RAJENDRA S. DEODHAR MURALI K. SRINIVASAN

We define a statistic, called weight, on involutions and consider two applications in which this statistic arises. Let I (n)denote the set of all involutions on [n](= {1, 2, . . . , n}) and let F(2n)denote the set of all fixed point free involutions on [2n]. For an involution δ, let |δ| denote the number of 2-cycles in δ. Let [n]q = 1+q+· · ·+qn−1 and let (k)q denote the q-binomial coefficient....

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