Federal Bureau of Investigation

Posted in Privat on January 18th, 2010 by Merovius

Moin,
immer wieder witzig, sich Spam-Mails mal durchzulesen (Die Mails war komplett in Versalien, ich hab das mal geändert):

Robert Mueller III
Executive director FBI
Federal Bureau of Investigation FBI. Washington D.C
Federal Bureau of Investigation seeking to wiretap
internet

Attention: Fund beneficiary,

it has come to our notice that you have been dealing with an
imposter which we have been warning you to terminate any
contact with.

This is also to notify you that your fund will be transfer to
you through a notable bank in united states (HSBC).

We also discovered that the people you are dealing with are
trying every possible means for you to pay an upfront fee
which you are not suppose to pay. The only fee which you have
to pay for the conclusion of your transfer is the sum of
US$100 which the activation fee and it is mandatory.
As soon as the fee of US$100 is been paid, you will be issued
a transfer code that you will tender to any HSBC branch in
united states.
Make sure you contact the international foreign remittance of
the central bank of nigeria on how you will make the payment
of US$100 and the possible day to receive the code.

Contact name: Mr. Henry Bill
Contact E-mail: billhenry@henryonline.biz
Contact number: +234-8139461605
Office address: 15 Awolowo road, Ikoyi, Lagos, Nigeria

The Federal Bureau of Investigation (FBI) Washington, D.C,
vehemently advise you comply with the management company in
charge of your fund and adhere to every instruction given
to you, for smooth and easy transactions, you're hereby
authorize to contact Henry Cole via the above information on
how you're to obtain the transfer code which will cost you
approximately US$100 and if you're ask to send any more
money aside the activation of the transfer code, do not
hesitate to notify this office for security reasons..

Best regards,
John Stefanidis III
Federal Bureau of Investigation
J. Edgar Hoover building
935 Pennsylvania avenue,
Washington D.C.

Hm, zuerst war ich misstrauisch, aber wenn die Mail direkt aus dem J. Edgar Hoover building kommt, dann MUSS die ja echt sein.

Gruß,

ich

Leave A Comment »

Mein Gott, mein Gott, warum hast du mich verlassen?

Posted in Studium on January 17th, 2010 by Merovius

Moin,

man zeige:

Satz: Sei M eine riemannsche Mannigfaltigkeit. Zu jeder Karte
\varphi: U \to V
sei ein System differenzierbarer Funktionen
\Gamma_{\varphi,ij}^k: V \to \mathbb{R}
zugeordnet.

Diese definieren genau dann einen (eindeutig bestimmten) Zusammenhang, wenn sie beim Übergang zu einer anderen Karte \tilde\varphi:\tilde U \to \tilde V
der Umsetzungsformel
\begin{array}{lll}\sum_{j=1}^n \frac{\partial \gamma_k}{\partial x_j}(x) \Gamma_{\varphi,\mu\nu}^j(x) &=& \frac{\partial^2 \gamma_k}{\partial x_\mu \partial x\nu}(x) \\ &+& \sum_{1 \leq i,j \leq n} \frac{\partial \gamma_i}{\partial x_\mu}(x) \frac{\partial \gamma_j}{\partial x_\nu}(x) \Gamma_{\tilde\varphi,ij}^k(\gamma(x))\end{array}
mit \gamma = \tilde\varphi\varphi^{-1} genügen.

Achja, und als kleine Hilfe: Die \Gamma_{\varphi,ij}^k definieren genau dann einen eindeutigen Zusammenhang, wenn sich

Z_k(x) := \sum_{i,j} X_i(x)Y_i(x)\Gamma_{\varphi,ij}^k(x) + \sum_i X_i(x)\frac{\partial Y_k}{\partial x_i}

mit X_i,Y_i Vektorfelder selbst wie ein Vektorfeld transformiert, d.h. unter Ausnutzung von

\tilde X_i(\gamma(x)) := \sum_{j=1}^n \frac{\partial \gamma_i}{\partial x_j}(x) X_j(x)
\tilde Y_i(\gamma(x)) := \sum_{j=1}^n \frac{\partial \gamma_i}{\partial x_j}(x) Y_j(x)

muss wiederum mit

\tilde Z_k(x) := \sum_{i,j} \tilde X_i(x)\tilde Y_i(x)\Gamma_{\tilde\varphi,ij}^k(x) + \sum_i \tilde X_i(x)\frac{\partial \tilde Y_k}{\partial x_i}

gelten, dass

\tilde Z_i(\gamma(x)) := \sum_{j=1}^n \frac{\partial \gamma_i}{\partial x_j}(x) Z_j(x)

Zumindest, wenn ich das alles richtig verstanden hab.
Was mich zu meinem ursprünglichen Punkt zurückbringt: Mein Gott, mein Gott, warum hast du mich verlassen?

Gruß,

ich

Leave A Comment »