I think I already see my logical mistake. I think only the velocity has to be equal at the end. And I found this: https://en.m.wikipedia.org/wiki/Brachistochrone_curve
By definition in 2 dimensional euclidean geometry, a line that passes between two points will intersect with the line defined by them. You've only given one point for the intersecting line, so ...
Late to the game, but per the standard post (in/de)crement operators return the altered value. Pre (in/de)crement operators may return the original value, but I don't think they have to return anything (thus undefined behavior in the standard). The optimizer can elect to use the pre increment...
I just solved a fundamental problem in with SI. Will be submitting paper for peer review.
My first hypothesis was pretty solid:
But a colleague came up with a better theory I fully support.
This has been asked here before:
Spoiler on link.
https://www.physicsforums.com/threads/relationship-between-factorials-and-squares-of-natural-numbers.1011489/#post-6590665
Formally proving it might be non-intuitive, but the starting point is that every factorial will have a factor that is a...
I apologize for missing the context. Knuth was mentioned, but I skimmed passed it. He is exceptionally good at fundamentals, but there have been a lot of incremental changes since.
We put men on the moon in that era with that technology, and it is still highly relevant today.
So was: https://en.m.wikipedia.org/wiki/The_Art_of_Computer_Programming
A lot has changed, but the fundamentals, not a lot. I wish I could grok quantum computing though. That's the leap right now.