/sci/ - Science & Math

im having a religio-scientific crisis now regarding the nature of existence,souls,God,the universe and the afterlife.
I plan on not sleeping until i hallucinate an answer,die,learn to lucid dream and have dream s!x,or develop the ability to survive without sleep.
Reccomend me books i can read during my predictably long and painful experiment, I downloaded a clifford pickover book,im reading some essays debunking OBEs and NDEs, and im doing sessions of mirror gazing meditation.

Ive been an aftelife believer for all my life,however now After a mild a depression im considering oblivionist arguments.
I have lucid dreamed and had hallucinations before but still the seed of doubt (SOB)has been planted;id like a deep discussion into the scientific evidence and experiments regarding
>if a soul exists
>non-religious ways of possible personal immortality

I kissed a handicapped girl once.
and a mute girl wanted to kiss me.

>>9645725
This is the first ever smart post you've written in this thread. Learn from your mistakes and maybe you'll be able to carry yourself like a mathematician on the far future.
Now if you will excuse me I'm going to print a 100pg paper from the department printer.

I'm a brainlet that just bombed my first linear algebra exam. The computations are easy but it's impossible for me to visualize what's going on in a problem

Any tips?

>>9426104
How is someone obviously using Google translate making you upset?

>>9381954
No, the space of tempered distributions is defined as the weak topological closure of generalized functions under the L^2 norm, and generalized functions are limits of regular smooth functions. If the Dirac delta function converges to some regular function then it should lie within that space, which is patently not true since we know that space of regular functions is a proper subset of tempered distributions. To see why the last statement is true, by the Painleve property the Fourier transform is a norm-preserving automorphism on the space of tempered distributions but not on smooth functions (can can't even define the Fourier transform of the constant function 1 in it). The Fourier transform in a sense "takes you out" of the space of smooth functions but it's "exactly the right size" for tempered distributions, meaning the space of smooth functions is strictly smaller than the space of tempered distributions.

How do we achieve artificial longevity? Can we prepare for longevity now with advanced medicine and personal habits?

The only point both climbs must have in common is the summit, and that point is active only once during each climb, but at different times.

So the question has no answer.

Never heard of it and it's neither Spivak nor Apostol so it's probably shit.

Slow week.
Anybody else smokes?