simon

18 points

joined

Hey. I work for a sports betting company, and am starting to make some models of my own to predict tennis matches. πΎ

History

Recent History

replied to
Study Group for Goodfellow's "Deep Learning"

Great idea - count me in!

Which GPU to Get for Deep Learning?

Hey,

I recently stumbled across a brilliant article explaining why you should invest in a GPU for training deep learning models and which one you should get.

I thought I'd share it here for those who are interested!

http://timdettmers.com/2018/08/21/which-gpu-for-deep-learning/

Hope you find it useful!

Which normality test is most powerful?

Hi,

As part of some research, I have to test whether a sample of observations is normally distributed. I've read about the Kolmogorov-Smirnov test, Jarque-Bera test and the chi-square test. Which of these (or another) is most powerful?

Thanks!

I'd be interested - sounds great!

Very interesting thoughts David. I'd also highly recommend both of these TED talks, especially the second by CΓ©dric Villani! Very inspiring.

Has Anybody Built a Neural Network to Predict Pool π± Matches?

Hey,

This is a bit random π€£, but I was wondering whether anybody on the site had ever used a neural network to predict pool or snooker matches? I'm trying to implement something myself, and am looking some advice.

Thanks

replied to
Foxes and Hounds

Here's my pythonic way of doing it:

- Create a list of 5 foxes and 7 hounds (i.e.,
`[FFFFFHHHHHHH]`

) and randomly shuffle it. - For each letter in the shuffled list, check whether it is an
`F`

followed by an`H`

. If it is, add $1$ to a variable called`successes`

. - Repeat this process $1000$ times.
- Divide
`successes`

by $1000$ to get the average, which is approximately $2.91$ foxes are followed by a hound.

Thanks - very interesting!

Thank you so much. This is such a great explanation! I hadn't even heard of the central limit theorem before now - it's a pretty amazing result. It baffles me how you'd go about proving something like that.

Why does the normal distribution crop up everywhere?

Hi,

I haven't done much statistics up till now, but it seems like the normal distribution π is used all the time. Why is this? Is it for simplicity, or because it often provides a good fit for the problem?

Thanks.

replied to
Who's Doing the Dishes?

I can't understand why it isn't just $n=2$ π£π£

To contact simon, email [email protected].