This paper proposes a novel metaheuristic Child Drawing Development Optimization (CDDO) algorithm inspired by the child's learning behaviour and cognitive development using the golden ratio to optimize the beauty behind their art. The golden ratio was first introduced by the famous mathematician Fibonacci. The ratio of two consecutive numbers in the Fibonacci sequence is similar, and it is called the golden ratio, which is prevalent in nature, art, architecture, and design. CDDO uses golden ratio and mimics cognitive learning and child's drawing development stages starting from the scribbling stage to the advanced pattern-based stage. Hand pressure width, length and golden ratio of the child's drawing are tuned to attain better results. This helps children with evolving, improving their intelligence and collectively achieving shared goals. CDDO shows superior performance in finding the global optimum solution for the optimization problems tested by 19 benchmark functions. Its results are evaluated against more than one state of art algorithms such as PSO, DE, WOA, GSA, and FEP. The performance of the CDDO is assessed, and the test result shows that CDDO is relatively competitive through scoring 2.8 ranks. This displays that the CDDO is outstandingly robust in exploring a new solution. Also, it reveals the competency of the algorithm to evade local minima as it covers promising regions extensively within the design space and exploits the best solution.
翻译:本文建议了由儿童学习行为和认知发展所启发的新型美学儿童绘画优化优化优化儿童作品的美化(CDDO)算法。金比法首先由著名的数学家Fibonacci首次引入。Fibonacci序列中连续两个数字的比例相似,它被称为金比法,在自然、艺术、建筑和设计方面十分普遍。CDDO使用金比法,并模仿认知学习和儿童从扭曲阶段到基于模式的先进阶段的开发阶段。CDDO的表现,测试结果表明,儿童绘画的手压宽度、长度和金比法是为了取得更好的效果。这有助于儿童发展、改善其智力和集体实现共同目标。CDDO在为19个基准功能测试的优化问题寻找全球最佳解决方案方面表现优异。其结果被评价为不止一种艺术算法,如PSO、DE、WOA、GSA、GSA和FEP。CDDA的表现得到了评估,测试结果表明,CDDO的宽度、长度和金比比率,这是CDDO最有竞争力的升级的模型展示。这在CDDO中展示了最有前途的、最有前途的升级的成绩。