Typically when your variables are not measured in the same units it makes more sense to add up the values in each "dimension" rather than using the euclidean one which is more geometrical. Also, as the name suggests in cities where you travel by the streets not in a straight line
Very good explanation teatcher Castro . Thanks from Brasil 🙏
Very nice video. Thanks a lot!
Very clearly than most of other videos!
Thank you. Very clear and concise.
Thanks for the tutorial!
Do you make the slides publicly available?
Muchas gracias, super clara la explicación :D
could you please explain why Manhattan distance is used?
Typically when your variables are not measured in the same units it makes more sense to add up the values in each "dimension" rather than using the euclidean one which is more geometrical. Also, as the name suggests in cities where you travel by the streets not in a straight line
Good explanation!
Thank you!
Thanks for the tutorial!
Do you make the code/slides publicly available?
Yes they are in my GitHub account github.com/mariocastro73/ML2020-2021