Buku Hidrologi Dan Pengelolaan Daerah Aliran Sungai Pdf 168 👽

Buku Hidrologi Dan Pengelolaan Daerah Aliran Sungai Pdf 168 👽


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Buku Hidrologi Dan Pengelolaan Daerah Aliran Sungai Pdf 168

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In $GL_n(\mathbb{C})$, a conjugate of a unitary matrix is again unitary (why?)

The context is this:
If $u$ is a unitary matrix, then I need to show the conjugate of a unitary matrix is again unitary (if $c$ is a complex number, then I need to show that $u^{c}$ is unitary).
It seems that I need to use the fact that $|u|=1$ so that $u^{c} = u^{\frac{c}{|c|}}$, but I don’t see how I can.

A:

Firstly, $|u^{c}|=1$ since the absolute value is preserved under multiplication. So $u^{c}$ is unitary (since it is conjugate to $u$).

Before we start diving into the CSS of the Decorated Calendar, let’s think about the overall design and how to accomplish it. We’ll be building a calendar for October 2015 (I know, it’s a two-month calendar), but this could easily be changed to any month without much trouble.

First, we’ll give each day a background color. For this case, we’ll use a simple linear gradient starting at a darker background color (a light gray) and transitioning to a lighter color (white). Then, we’ll assign a background-position property to each day, based on its position within the month. The CSS for this will be:

.day { background-color: #ddd; background-image: -webkit-linear-gradient( #a0c32e, #d3397f ); background-image: linear-gradient(#a0c32e, #d3397f); }

In this CSS, we’ve given each day a background color, based on its position within the month. Position will need to be calculated based on the current month, and an element’s position within a month

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