The optimal road trip across the U.S. according to machine learning
rhiever.github.io
The optimal road trip across the U.S. according to machine learning
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Re: The optimal road trip across the U.S. according to machine learning
#2The link goes to the "Major U.S. landmarks" road trip.
Other trips (including across Canada, South America, and Europe) are listed here: http://rhiever.github.io/optimal-roadtrip-usa/
Re: The optimal road trip across the U.S. according to machine learning
#3If you're wondering why the route has some 'strange' segments (why get off I-10 to head down Orlando way if you're going to drive to Jacksonville later?): The link goes to the "Major U.S. landmarks" road trip. Other trips (including across Canada, South America, and Europe) are listed here: http://rhiever.github.io/optimal-roadtrip-usa/
It also can't be done in winter, as its route through Yellowstone isn't open then.
Re: The optimal road trip across the U.S. according to machine learning
#4Re: The optimal road trip across the U.S. according to machine learning
#5Re: The optimal road trip across the U.S. according to machine learning
#6This is clearly not the optimal road trip, since it passes through Nebraska.
Re: The optimal road trip across the U.S. according to machine learning
#7What does "machine learning" mean here? How does the algorithm guarantee the trip is optimal?
Re: The optimal road trip across the U.S. according to machine learning
#8Re: The optimal road trip across the U.S. according to machine learning
#9Very curious about the decision metric for "major landmark" here. The San Benito County mark, for example, leads you to a dirt road in the middle of nowhere, and the major point for Delaware is just Delaware. Neither of those seem to fit a reasonable metric for a major landmark.
Re: The optimal road trip across the U.S. according to machine learning
#10What does "machine learning" mean here? How does the algorithm guarantee the trip is optimal?
Unless the problem is very constrained, there usually is no guarantee of optimality; here there is probably no guarantee of optimality. It might be "locally" optimal, in that there might be no better trip that differs from this one by only a tiny bit.
And, no, "machine learning" here doesn't mean the enterprise and establishment of "Machine Learning", just some algorithm that the author used.