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Well we can draw our own Renko type candlestick chart, can't we? Make it on this principle, that is, a standalone chart. And how to draw it, I need to think, a thought has just occurred to me.) It may be so, I will post it in KB.
Something like a tick chart, only shifted not every tick, but when the "brick" fills up. As a base, a tick indicator like this:
A thought occurred to me. What if we build the bars on the basis of the speed of price change, i.e. conventionally the first pseudo-derivative? And superimpose the second one on top, i.e. acceleration? I wonder what the result would be? )
The nastiest consequence arising from price discreteness is the "habit" of price to change direction abruptly at any given time. If you look at tick charts, you can see sharp peaks and spikes, basically all the charms of regular candles. This is the main problem - a sharp change of movement direction, and there is no way to get rid of it by any transformation.
The nastiest consequence arising from price discreteness is the "habit" of price to change direction abruptly at any given time. If you look at tick charts, you can see sharp peaks and spikes, basically all the charms of regular candles. This is the main problem - the abrupt change of movement direction; there is no way to get rid of it by any transformation.
I agree with you, it's a dead-end road.
Filtering, but then there is a time lag
Delay is not the worst thing from filtering (smoothing), the worst thing is the price traded, not the result of smoothing.
In short, yes, a dead end. It's more effective to deal with reversals in other ways than trying to transform price and inventing "advanced candlesticks".
The nastiest consequence arising from price discreteness is the "habit" of price to change direction abruptly at any given time. If you look at tick charts, you can see sharp peaks and spikes, basically all the charms of regular candles. This is the basic problem - a sharp change in the direction of the movement, and there is no way to get rid of it by any transformation.
So, abruptly, but not quite.