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The Application of the Genetic algorithm-Ant algorithm in the Geometric Constraint SatisfactionGuidelines

机译:遗传算法 - 蚂蚁算法在几何约束满怀符号的应用中的应用

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The constraint problem can be transformed to an optimization problem. We introduce GAAA (genetic algorithm-ant algorithm) in solving geometric constraint problems. We adopt genetic algorithm in the former process of algorithm so that it can make use of the fastness, randomicity and global stringency of genetic algorithm. Its result is to produce the initiatory distribution of information elements. The latter process of the algorithm we adopt ant algorithm. In the condition that there are some initiatory information elements, we can utilize fully the parallel, feedback and the high solving efficiency. Using random colony in the genetic algorithm, this can not only improve the speed of ant algorithm but also avoid getting in the local best solution when solving the precise solutions. The algorithm has a good effect in not only optimization capability but also time capability. Geometric constraint problem is equivalent to the problem of solving a set of nonlinear equations substantially
机译:约束问题可以转换为优化问题。我们在解决几何约束问题时介绍GaAA(遗传算法-Ant算法)。我们采用遗传算法在算法的前一个过程中,使其可以利用遗传算法的牢度,随机性和全局严格性。其结果是产生信息要素的初始分配。后一种过程我们采用蚂蚁算法。在存在一些初始信息元素的情况下,我们可以充分利用并行,反馈和高求解效率。在遗传算法中使用随机殖民地,这不仅可以提高蚂蚁算法的速度,还可以避免在解决精确解决方案时进入本地最佳解决方案。该算法不仅具有优化能力,还具有良好的效果,还具有良好的效果,还具有时间能力。几何约束问题相当于基本上求解一组非线性方程的问题

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