Andrew1314 发表于 2025-5-19 22:35:51

关于Hedging对冲功能的几点疑问,请教大神

1. 对冲面板有6种对冲类型 非常全面,我的疑问是如果同时开启多种对冲,EA在执行过程,有没有依据什么顺序执行?当我开启多种时,回测时,由于订单多,一闪一闪的,很难判断是哪个功能在起作用?
data:image/png;base64,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
【这里我想到一个建议:能不能在像盈亏信息看板,风控看板,主要提示添加一个最大风险、等待对冲、最大亏损单、最重仓位订单;当然也可以合并为一个看板; 这样回测比较好观察,实际应用也可以一眼看到风险,以便必要时的人工干预 】









页: [1]
查看完整版本: 关于Hedging对冲功能的几点疑问,请教大神