@steemseph Have a wonderf-owl Christmas

@joerhino Merry Christmas ^^

@lemouth Christmas is made out of Bo-hoho-sons . :P Wish you festive holidays

Have a wonderf-owl christmas :D

It is better than my average puns

Cuteness is the only thing that should be taxed :P There is a silly movie exploring this theme ->

For b=0 you have a zero solution. That's correct. Casting it in the more general framework you want to find something that holds for all b. So b defines her a space of functions. More general you would

Thanks for selecting my post :3

An example of these class of problems would be: under what conditions on the parameter a do there exist solutions to dx/dt= ax/t + bt such that \lim_{t \to 0} x(t)/t^2 exists (where b is a free parameter,

Double king is one of my fav short films :)

That's a nice read. I think that anything that let's you express yourself can be therapeutic ^^

I am disappointed that the bearded seal has a moustache and no beard

Seems like you are posting in the wrong community :3

I am currently in China ^^ but waiting until I can go to Japan again Thanks for stopping by :3

I am never sure if mushrooms are more cute than mysterious or more mysterious than cute

It was not intended as a critique of the article :3 just a question :o)

Glad you are okay and recovering. I have a weird question: I was once a Thomas. I have never heard of this expression before :3

In mathematics there are plenty of chaotic systems that are beautiful :3 Meet the tinkerbll attractor, it is a chaotic attracter generated by the tinkerbell map

So when doing operations on the reals mathematicians like to use the definition of field. For a field we only need multiplication and addition. The inverse is then given by division and subtraction,

During the course of the evolution, we may however leave to domain of definition of the primary system, so that the whole set of equations need to be replaced by something else. In a sense this is what