I don't.
I guess that's a satisficing simplification, but it doesn't shed any real insight on their actual natures, as (has already been stated) pretty much any functions can "discover" or "predict" something, in different ways.I agree w/ this, that Pinocchio said, "Ne discover. Ni predict."
No -- not at all. If anything, your description of Ni applies better to the stabilizing nature of Si, which maintains a continuity with the environment, and bases its predictions of how things operate, on how they have done so in the past (observable, not intangible like Ni). Ni may reference the past, in order to glean a more long-reaching understanding of the dynamics underpinning a given situation, but it will only do so to hone a vision, not actually make a historically-based prediction; its whole deal is about uprooting the perception of events itself, and transforming it into a more crystallized awareness of what is really going on with them -- simply resorting to historical probability would be fatuous.I think that summarizes well the main difference -- Ne is creating entirely NEW concepts or ideas to be applied quickly to change the future. Ni is looking for trends in the past, a system of thought, to predict the future. Ne is looking at new happenings that could affect what occurs. So, Ne is very changeable, where as Ni is more constant.
So, there is no more "new" or "old" in either Ne or Ni. Do you honestly think delta Ne is geared at new concepts, in the same way that alpha Ne is?
The only "consistency" that Ni boils down to, is an understanding that there is no observable consistency, but that the honing of the internal vision will remain undiluted. Materialization of said thing via Se is probably one of the most apparently inconsistent things, to Si/Ne types (i.e. sporadic and seemingly out of nowhere).
Congratulations -- you have just unwittingly described Si perfectly.example...There is a train. It's run on a track for 100 years.
Ni focuses on what the train has done and then draws an expectation based on that to predict what it will do. The train has followed the same route/showed up on time for ages, so might as well expect the train to show up right on schedule. This train is reliable, rich in history and embodies the American Dream of (etc.). Historically, people enjoy eating in the dining cars, so we can expect that will continue. Famous presidents rode on this train. Obama will likely ride on this train soon, just as past presidents have done. Let's wait for the train to arrive at 3:15 and plan on ordering the turkey in the dining car. We can soak up the historical feel.
This is a decent example of Ne. Consider how exploring these variations in the train's potential qualities relates to the aforementioned description of its continuity in operation, and you will clearly see how Si/Ne operates.Ne leaves room for the train to do something unpredicted and "new" -- Maybe the train won't show up on time, due to many factors, such as...the train may be influenced by the economy and a shift to cheaper airline flights reducing riders on trains. The business may suddenly be close to going bankrupt, so they may have reduced train times. Maybe it won't show up at 3:15 then. Will they even have a dining car in that case? Or will that be a cost they cut to save money? I wonder if the trains should be marketed as more "festive" to attract more riders, or maybe used for some other purpose to stay profitable...I wonder how we could accomplish that and what marketing plans would be used. In any event, we need a plan b in case it doesn't show up at 3:15, and maybe we should bring some snacks just in case.
That is flagrantly incorrect. Ne and Ni are NOT two sides of the same coin -- that would be Ni/Se and Si/Ne. Ne and Ni are only comparable by virtue of being "intuition" functions, i.e. abstract perceptual filters. Other than that, there is nothing significant to align them by.