Monday, May 16, 2005

Blog(net)working

I am really happy about the fact that the number of blogs are growing very rapidly these days. The December 2004 communications of ACM has a great article on the distribution of blogs worldwide. That also means that many of my friends and in-turn their friends have blogs. Almost all of us maintain a set of links on the sidebar linking blogs of our friends. Even though I have not directly spoken to them for sometime now, I get to know what they are upto through their blogs. I like of think of it as Blogworking, instead of networking we have Blogworking. Get it?

Lets keep up the Blogworking.

4 comments:

kattricker said...

Its really amazing how blogs can knit us so much closer when no other technology did as much... I am addicted to it!

Balbir said...

cool! blog addict. Its a nice thing to be able to express your opinions without any restrictions or imposed format. I guess thats why we all love blogging

NewsBlogger said...

Hi, I am Balbir Singh, and like to contact you!

By my SEARCHING out FOR THE LATEST INFORMATION about home working I have found your site.
Of course, I was looking out for home working related information and I have found your Blog(net)working. Sorry, I have seen that isn't a perfect match. But, anyway, I am glad I have stopped by even though this isn’t a perfect match. What you have in your content is very interesting for most people.
I like to set up a link to you. What you think about?
It does will be a pleasure, if you contact me. Perhaps we have some same ideas. Wish you success with your site.

Fritz

NewsBlogger said...

Hello, I like to contact you! My name is Balbir Singh,
By my SEARCHING out FOR THE LATEST INFORMATION about working at home I have found your site.
I was looking out for working at home related information. Sorry, I have see that your Blog(net)working isn't a perfect match. But, anyway, I am glad I have stopped by even though this isn’t a perfect match. What you have in your content is very interesting for most people.
I like to set up a link to you. What you think about?
It does will be a pleasure, if you contact me. Perhaps we have some same ideas. Wish you success with your site.

Fritz

Volume of a unit hyper sphere of radius 1

Inspired by foundations of data science, the area of a circle is $\int_{x=-1}^{x=1}\int_{y=-\sqrt{1-x^2}}^{y=\sqrt{1-x^2}}dydx$ Thi...