Regression lesson goals
- Line of best fit expresses a relationship between two variables (old)
- Finding the Line of best fit means training a model that allows us to make predictions (new)
Regression 1 todos:
Multiple Regression lesson goals
- Each data point can exist in an unlimited number of dimensions.
- Each scatter plot is a shadow of the data and looking at it from another dimension might give us a very different scatter plot
- Regression algorithm works in multiple dimensions, just can’t see it, and pyret doesn’t know how to make a graph in more than 2D.
- We can model much more complicated relationships because regression works in multiple dimensions
Mutliple regression todos:

-- Which lane you’re in (offset)
-- Heading error - the road is going this way, but you’re going that way - how far off the angle of the road is your car facing
-- Speed
Regression lesson goals
Regression 1 todos:
lr-plotand notlr-coeffsorsimple-s. Decide whether it makes sense to replacelr-codewithlr-modelLr-modelcan be plugged intofit-modeland show that it matcheslr-plot?-- Predicts that an animal of __ age takes __ to get adopted. It could be that Felix is just so old that it’s throwing off the line, or Kujo is so heavy that it’s throwing off the line.
-- What about a point on the line that doesn’t exist? That’s a hallucination in AI. In our case the output is just a number, in other contexts it might be a whole sentence or Supreme Court case or advice that doesn’t exist. Still not real. High school kids are handing in book reports with citations that don’t exist. Lawyers have gotten screwed because they are citing super court cases in front of a judge that never existed. A guy recently died because an AI told him that missing Zanex and alcohol is fine...
Multiple Regression lesson goals
Mutliple regression todos:
train-povd=train-pov(1)and then savex=train-pov(1)and they will be different.--Left negative / Right positive
--Angle measures are relative to the direction the vehicle is facing