31-05-2008 2YAMC

[nasim]

I'm afraid so ​

but who know's what's in store in the f u t u r e ? ​

Trigamma function - Wikipedia, the free encyclopedia

 

[PhillipAlpha]

me tuned right on time to Kesso darlin's set, great tune as always !!

but u missed my set?

 

[danmark_ori]

* koffie eerst mode *

piccoli is still suffering from the bad chicken that he ate last night.

brighten up your mind nasim : take a good hot koffie right now ! :grinning:​

 

[ollie]

The hearts force their way to the forum I just can´t stop them

*can´t help it A-M*

 

[Maggy]

what guitar...i like ittt

 

[Altered-Mind]

the perfect track for a sunset :angel:

 

[nasim]

now she is speaking on the phone in Greek and it does make no sense

does she know any bangla ?

 

[Myra]

Cheers, glad you like the set my friend

yes

Envio - For you (Blizzard rmx) my favorite music

 

[trace of trance]

helloooooo trace of trance, how is cherise ? and fosters ?

i guess she is fine :grinning: not heard of her for a few days


fosters who?

 

[evyqueen87]

I'm in love

O'rly?


:lollypop:
D

GOOD ONE ...DID I SAY HELLO TO YOU YET....

 

[Vicky Wood]

I this tune

 

[nasim]

this is probably the sexiest guitar track i have ever heard. :angel:

 

[danmark_ori]

* back from the future mode *

Trigamma function - Wikipedia, the free encyclopedia

wow ! Do you réally understand this nonsense ? ! ​

In mathematics, the trigamma function, denoted ψ1(z), is the second of the polygamma functions, and is defined by

\psi_1(z) = \frac{d^2}{dz^2} \ln\Gamma(z).

It follows from this definition that

\psi_1(z) = \frac{d}{dz} \psi(z)

where ψ(z) is the digamma function. It may also be defined as the sum of the series

\psi_1(z) = \sum_{n = 0}^{\infty}\frac{1}{(z + n)^2},

making it a special case of the Hurwitz zeta function

ψ1(z) = ζ(2,z).

Note that the last two formulæ are valid when 1-z is not a natural number.​

 

[Altered-Mind]

The hearts force their way to the forum I just can´t stop them

*can´t help it A-M*

Keep em coming hun!

 

[nasim]

GOOD ONE ...DID I SAY HELLO TO YOU YET....

no you said hello to the pope. don't you remember ?

 

[Anateq]

this is probably the sexiest guitar track i have ever heard. :angel:

this guitar is.... magical ... when i listen to it I can`t stoop dreaming

 

[nasim]

wow ! Do you réally understand this nonsense ? ! ​

yes :grinning: one of my most favorite topics in math - digamma, trigamma and polygamma functions.

 

[trace of trance]

this is probably the sexiest guitar track i have ever heard. :angel:

send that link to that math solving thread

 

[Maggy]

the perfect track for a sunset :angel:

It's gorgeous

 

[nasim]

altered mind fineeeee brooooooo