| 1. | Explicit difference schemes for solving higher - order schrdinger equation
方程的显式差分格式 |
| 2. | On the initial - boundary value problems for nonlinear schrdinger equations
热传导方程初边值问题的解法 |
| 3. | A new conservative finite difference scheme for nonlinear schrdinger equation
方程的一个新的守恒差分格式 |
| 4. | A conservative numerical schmem for initial and boundary value problem of nonlinear schrdinger equation
方程初边值问题的守恒数值格式 |
| 5. | The blowing up of solutions to the initial value problem for matrix nonlinear schrdinger equations
矩阵非线性薛定谔方程初值问题解的爆破 |
| 6. | As formula 2 - 27 is a complete expression of three - dimensional space , schrdinger equation is no longer a hypothesis and becomes a theoretical result of stwf hereon
式2 - 27为薛定谔方程三维空间的完整表达式，它已经不再是一种“假设”方程，成为解析时空理论关于时空波函数下的理论结果。 |
| 7. | Furthermore , according to stwf , we will demonstrate schrdinger equation strictly , and make it , a hypothesis in quantum mechanics , a theoretical outcome of tast . 2 . 4 space - time wave function
时空波函数方程出发直接严格地证明薛定谔方程，使其从量子理论的假设成为解析时空理论的时空波函数方程下的一个理论结果！ |
| 8. | Physics meaning . it might as well be a conclusion as a hypothesis or principle . though schrdinger equation is useful in application , it does have a weak foundation as the principle of quantum mechanics before tast shows up
尽管薛定谔方程在量子力学中有很高的应用价值，但这丝毫不能掩饰薛定谔方程作为量子力学之“原理”而存在着的本身的缺憾，也不得不使我们对量子大厦的基础工程多少要产生一些怀疑。 |
| 9. | 2 . 5 space - time panorama not only do we give a math show of schrdinger equation in this chapter but we also set it up on substantial and more representational principles , therefore we have reasons to scan all physical theories with deflection of space - time
本章并不是简单地为薛定谔方程找到了数学上的证明方法，而是使其建立在更为牢固更具代表性的时空原理之上，这同时也使我们有理由从时空偏转的概念出发去审视目前全部物理理论所处的时空位置： |
| 10. | Furthermore , with overlapping of space - time waves , we know that quantum phenomena including wave - particle duality result from the impact of measurement and discover what hides behind the schrdinger equation . it is known that a math equation in physics is indispensable to certain special physical notions , but we find that schrdinger equation , as a principle in quantum mechanics , is lack of a should have
我们知道所有物理学的原理公设假设都源于基本物理概念，由于研究对象的差异，这些物理概念可以是具体的也可以是抽象的，科学家们应用数学方法对这些概念进行描述，并用数学方程式计算各种物理量的关系，就是说物理学中的数学方程式无法脱离物理概念而独立存在。 |
