| 1. | To this end we shall first consider the following eigenvalue problem .
为此目的，我们将首先考虑下列的本征值问题。 |
| 2. | Eigenvalue problems for fractional differential equations
一类分数阶微分方程的本征值问题 |
| 3. | Solve energy eigenvalue of the double harmonic oscillator by momentum coupling
求解动量耦合下两谐振子体系的能量本征值问题 |
| 4. | The solution of spherical function and the application in the eigenvalue of angular momentum square operator
2本征值问题中的应用 |
| 5. | Algebraic method to the eigenvalue problem for the schrodinger equation with cornell potential
势下薛定谔方程本征值问题的代数解法 |
| 6. | Quantum operator methods associated with canonical transformation for 1d harmonic oscillator problem
哈密顿算符的对角化与能量本征值问题的代数解法 |
| 7. | Aim at the above problem , this article obtained following creative results : 1 . base on the keno - iv code , - keff iteration model has been constructed in this thesis
在蒙特卡罗程序keno -的基础上，建立了- k _ ( eff )迭代计算模型，从原理和方法上解决了本征值问题的计算。 |
| 8. | Therefore , we have constructed the calculations model of - eignevalue problem , and on the basis of keno code , developed the mc code of - eigenvalue problem
为此，我们从对本征值问题计算模型的研究出发，在原有keno程序的基础上，研制出了计算本征值问题的蒙特卡罗程序。 |
| 9. | The nuclear fissile reaction system , which provides nuclear energy or neutrons , theoretically demands its criticality safety and neutron energy spectrum to be predicated . generally , those are realized by calculating the k - eigenvalue problem
对于提供核能源或中子源的核裂变反应系统，需从理论上给出它的临界安全性和中子能谱，通常通过k本征值问题的计算来实现。 |
| 10. | By this model , the - eigenvalue problem can be treated as a series of k eigenvalue problems with a certain number which is adjusted by keff . the monte carlo code for calculating eigenvalue problem has been developed in this thesis
该模型把本征值问题的计算转化成带参数的一系列k本征值问题的计算，其参数值的调节通过上一次迭代计算的k _ ( eff )来实现。 |
