By using the double - fennion representation , we discuss the statistical relations of the s = 3 / 2 spin operator 基于雙費(fèi)米子表象,我們討論了自旋值為3 2的自旋算符所遵循的統(tǒng)計(jì)關(guān)系。
The results show that the disaster has no obvious statistical relation with seismicity and magnitude during the eight years , but there is some relation with original time 結(jié)果表明:這8年期間地震災(zāi)情與全球地震活動(dòng)性及地震震級(jí)無(wú)明顯的統(tǒng)計(jì)相關(guān)關(guān)系,似乎與發(fā)震的國(guó)度、地震的發(fā)震時(shí)刻有一定的關(guān)系。
We also discuss the statistical relations of the majorana lattice fermions and the majorana fermi fields respectively . chapter3 : new jordan - wigner - rype transformation between spin - 3 / 2 and fermions of two types is shown 第三章:介紹了在自旋- 3 2的自旋算符和雙費(fèi)米子之間構(gòu)建出的一種新的“ jordan - wigner ”類型的變換。
Firstfy , one - dimensional spin - 1 / 2 jordan - wigner transformation is introduced detailedly , which maps spins onto spinfess fermions . next , we discuss the statistical relations of spin operators by means of this mapping . moreover , from these relations we can notice that the s = l / 2 spin operators partly resemble fermi operators , and as well as , they partly resemble bose operators 接著,基于無(wú)自旋費(fèi)米子表象,我們討論了自旋算符所遵循的統(tǒng)計(jì)關(guān)系,并由此看出自旋- 1 2的自旋算符既部分地相似于費(fèi)米子算符,又部分地相似于玻色子算符。