为解决此类问题，本文将不变量理论应用于目标识别中，以解决因目标移动造成的失真问题。
In this article Invariant Theory is used in the image recognition to resolve the image distortions problems.
视觉不变量理论是十九世纪八十年代末将不变量理论引入到计算机视觉研究领域中形成的一个研究方向。
Visual invariant theory is eighteen eighties at the end of the invariant theory is introduced to a research direction in the field of computer vision research.
利用构造不变量理论，研究了一种含时双阱玻色-爱因斯坦凝聚系统的精确解，得到了相应的几何相因子。
By making use of the invariant theory, the exact solution for a time-dependent system of double-well Bose-Einstein Condensate and corresponding geometric phase are obtained.
本文从理论上阐明用不变量导出的相对稳定度函数或其比值作为点在基准中的份量是符合对基准选择之要求的。
This paper expounds in theory that, we may use the relative stability or their ratio caused by UNVARIABLE as the proportion of the point on datum, which accords with the demands for choice of datum.
在求解动力学系统的方程中，动力学系统的第一积分与积分不变量是求解运动方程积分理论的重要内容之一。
The first integration and integrated invariant of dynamic system belongs to important contents of solving equations of motion integrated theory during solving equations in dynamic system.
探讨了矩阵的不变量、准形及其在矩阵理论中的若干应用。
This paper probes into invariant and normal form of matrix and its application to matrix theory.
我们将利用该理论对一些特殊变换群的联合不变量、联合微分不变量进行分类。
We will use this theory to classify joint invariants and joint differential invariants of some transformation groups.
但理论研究表明，只有特定的几何约束结构，才具有射影不变量。
However, researches show that only some special geometric constrained structures possess projective invariants.
但理论研究表明，只有特定的几何约束结构，才具有射影不变量。
However, researches show that only some special geometric constrained structures possess projective invariants.
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