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1)  CKM matrix element |V cd|
矩阵元|Vcd|
2)  Matter element matrix
物元矩阵
1.
Put forward a novel method of building up matter element matrix of the stored-grain pests.
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2.
On the basis of designing the classical matter element matrixes of each evaluation class and the extensional matter element matrix including all evaluation classes,and calculating the correlation degrees between the standard to be evaluated and each evaluation class.
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
3)  Matrix element
矩阵元
1.
Discuss about a transition matrix element;
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
2.
A calculation method of coordinate operator matrix element of harmonic oscillator;
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
3.
The recurrence relations of matrix element for arbitrary operators in the model potential of atomic;
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
4)  Matrix elements
矩阵元
1.
General formula of perturbation matrix elements of three dimensional harmonic oscillator in uniform magnetic field;
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
2.
The matrix elements of operator of angular momentum projection and the CG coefficients;
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|C矩阵元|Vcd|G矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
3.
The B2 proportional term in the Hamiltonian of three dimensional harmonic oscillator in the uniform magnetic field is considered,and calculated the perturbaion matrix elements.
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5)  CKM matrix element
CKM矩阵元
1.
We chosed a new correlative function to eliminate the effect caused by the uncertainty of twist-3 function,so that CKM matrix element |Vub| can be extracted precisely.
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|Q矩阵元|Vcd|C矩阵元|Vcd|D矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|B矩阵元|Vcd|S矩阵元|Vcd|矩阵元|Vcd|K矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|,矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|,矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|t矩阵元|Vcd|w矩阵元|Vcd|i矩阵元|Vcd|s矩阵元|Vcd|t矩阵元|Vcd|-矩阵元|Vcd|3矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|,矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|C矩阵元|Vcd|K矩阵元|Vcd|M矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|V矩阵元|Vcd|u矩阵元|Vcd|b矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
2.
We chose a new correlation to eliminate the effect from the twist3 function, thus, we can extract the CKM matrix element |Vub| precisely.
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6)  Field-unit Matrix
项元矩阵
1.
Field-unit Matrix s Application in Design of Interface of Chip Microprocessor System;
矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|矩阵元|Vcd|
补充资料:春日书情寄元校书伯和相国元子
【诗文】:
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芳草看无厌,青山到未期。贫居悲老大,春日上茅茨。
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律合声虽应,劳歌调自悲。流年不可住,惆怅镜中丝。



【注释】:



【出处】:
全唐诗:卷269_2
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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