作者:李季峰
用法:通过500次离差相减 表明走势强度
原理:
1、微积分中△y/△x 由于走势中时间变量是常数sum(1,0)
当涉及到△y/△x求导时只涉及到价格这个唯一变量 时间变量被抵消
因此我采用了两两相减求导的方法 可能错误 可能正确 对错他人评
2、从这个角度来看MACD(Moving Average Convergence Divergence)似乎是二阶求导,因此能够拟合走势变化
3、之所以代码中除以2是在于原计算参数太大造成无法正常显示,起调整作用,变量仍是价格
注意:本公式中并不包含未来函数变动
4、虽然引用Refxv这个函数 但最后采用了Ref(x,250)进行抵消
5、两年前的研究成果 现以兹后人
{Made by 李季峰}
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A413:=(A412-REFXV(A412,1))/2;
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A472:=(A471-REFXV(A471,1))/2;
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A478:=(A477-REFXV(A477,1))/2;
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A481:=(A480-REFXV(A480,1))/2;
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A485:=(A484-REFXV(A484,1))/2;
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A497:=(A496-REFXV(A496,1))/2;
A498:=(A497-REFXV(A497,1))/2;
A499:=(A498-REFXV(A498,1))/2;
A500:=(A499-REFXV(A499,1))/2;
五百组:REF((A499-REFXV(A499,1)),250)/2;