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New optical field operator expansion in number state representation
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作者 杨阳 范洪义 《Chinese Physics B》 SCIE EI CAS CSCD 2013年第2期76-79,共4页
By virtue of the Weyl ordering method,we find a new formalism of optical field operator expansion in number state representation.Miscellaneous optical fields'(coherent state,squeezed field,Wigner operator,etc.) new... By virtue of the Weyl ordering method,we find a new formalism of optical field operator expansion in number state representation.Miscellaneous optical fields'(coherent state,squeezed field,Wigner operator,etc.) new expansions are therefore exhibited.Some new generating functions of special polynomials are derived herewith. 展开更多
关键词 Weyl ordered method number state representation special polynomial
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Quantum fluctuation in excited states of mesoscopic LC circuits at finite temperature 被引量:1
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作者 王继锁 范洪义 孟祥国 《Chinese Physics B》 SCIE EI CAS CSCD 2010年第3期334-337,共4页
We discuss quantum fluctuation in excited states (named thermo number states) of mesoscopic LC circuits at a finite temperature. By introducing the coherent thermo state into the thermo field dynamics pioneered by U... We discuss quantum fluctuation in excited states (named thermo number states) of mesoscopic LC circuits at a finite temperature. By introducing the coherent thermo state into the thermo field dynamics pioneered by Umezawa and using the natural representation of thermo squeezing operator we can concisely derive the fluctuation. The result shows that the noise becomes larger when either temperature or the excitation number increases. 展开更多
关键词 quantization of LC circuits at finite temperature coherent thermo state representation thermo number state thermo field dynamics
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Representation of Numbers by Binary Quadratic Forms
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作者 李德琅 《Acta Mathematica Sinica,English Series》 SCIE 1987年第1期58-65,共8页
Letf(x,y)=ax2+bxy+cy2,g(x,y)=Ax2+Bxy+Cy2,be two binary quadratic forms with real coefficients.A real number m is said to be represented by fif f(x,y)=m has a(rational)integer solution(x,y).We say f and g are equivalen... Letf(x,y)=ax2+bxy+cy2,g(x,y)=Ax2+Bxy+Cy2,be two binary quadratic forms with real coefficients.A real number m is said to be represented by fif f(x,y)=m has a(rational)integer solution(x,y).We say f and g are equivalent if there exists aninteger matrlx(r s t u)with determinant±1 such that f(x′,y′)=g(x,y),where 展开更多
关键词 representation of numbers by Binary Quadratic Forms
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