bossylobster.blogspot.com

bossylobster

Tuesday, November 18, 2014. Saying Goodbye to Blogger. After a fairly happy 3-year run, I realized it was time for a change. Thanks for the good times blogger. I've moved on to using the Pelican. Static site-generator with GitHub Pages. These posts will remain here for all time, but comments have been disabled ( Disqus. Is enabled on the new blog) and this blog will only be found at bossylobster.blogspot.com. Thanks for stopping by. Head on over to the new blog. And have a look! Posted by Danny Hermes.

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Tuesday, November 18, 2014. Saying Goodbye to Blogger. After a fairly happy 3-year run, I realized it was time for a change. Thanks for the good times blogger. I've moved on to using the Pelican. Static site-generator with GitHub Pages. These posts will remain here for all time, but comments have been disabled ( Disqus. Is enabled on the new blog) and this blog will only be found at bossylobster.blogspot.com. Thanks for stopping by. Head on over to the new blog. And have a look! Posted by Danny Hermes.

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bossylobster | bossylobster.blogspot.com Reviews

https://bossylobster.blogspot.com

Tuesday, November 18, 2014. Saying Goodbye to Blogger. After a fairly happy 3-year run, I realized it was time for a change. Thanks for the good times blogger. I've moved on to using the Pelican. Static site-generator with GitHub Pages. These posts will remain here for all time, but comments have been disabled ( Disqus. Is enabled on the new blog) and this blog will only be found at bossylobster.blogspot.com. Thanks for stopping by. Head on over to the new blog. And have a look! Posted by Danny Hermes.

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bossylobster.blogspot.com

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bossylobster: Quantitative Interview Brain Teaser: Computer Assistance

http://bossylobster.blogspot.com/2014/09/quantitative-interview-brain-teaser.html

Sunday, September 28, 2014. Quantitative Interview Brain Teaser: Computer Assistance. In a previous post. I discussed a recent brain teaser I had come across:. Find a 10-digit number. Where each digit represents the number of that ordinal number in the whole number. So, the first digit represents the number of 0's. In the whole 10 digits. The second digit represents the number of 1's in the whole 10 digits. And so on. The first digit is not a 0. Answer, we'll find all of them (with the aid of a computer).

2

bossylobster: November 2013

http://bossylobster.blogspot.com/2013_11_01_archive.html

Monday, November 25, 2013. Trigonometry and Nested Radicals. Early last month, I was chatting with one of my officemates about a curious problem I had studied in high school. I hadn't written any of the results down, so much of the discussion involved me rediscovering the results and proving them with much more powerful tools than I once possessed. Before writing about the problem I had played around with, I want to give a. One such way the Greeks (particularly Archmides. In the regular polygon:. Sin lef...

3

bossylobster: December 2012

http://bossylobster.blogspot.com/2012_12_01_archive.html

Monday, December 24, 2012. Bridging OAuth 2.0 objects between GData and Discovery. My colleague Takashi Matsuo. And I recently gave a talk. With request handlers in Google App Engine. Shortly after, a Stack Overflow question. Sprung up asking about the right way to use the decorator and, as a follow up, if the decorator could be used with the Google Apps Provisioning API. As I mentioned in my answer,. The Google Apps Provisioning API is a Google Data API. To a gdata.gauth.OAuth2Token. As I mentioned, the...

4

bossylobster: August 2013

http://bossylobster.blogspot.com/2013_08_01_archive.html

Sunday, August 18, 2013. Some Fibonacci Fun with Primes. I haven't written in way too long and just wanted to post this fun little proof. Let (F n ) be the (n )th Fibonacci number defined by (F n = F {n-1} F {n-2} ), (F 0 = 0, F 1 = 1 ). Show that for an odd prime (p neq 5 ), we have (p ) divides (F {p 2−1} ). We do this by working inside ( mathbb{F} p ) instead of working in ( mathbb{R} ). The recurrence is given by. 1 and 0 end{array} right). F {n-2} end{array} right). F {n-1} F {n-2}. A {p 2 - 1} = P ...

5

bossylobster: Quantitative Brain Teaser: Brain Only

http://bossylobster.blogspot.com/2014/09/quantitative-brain-teaser-brain-only.html

Monday, September 22, 2014. Quantitative Brain Teaser: Brain Only. I've recently been working some atrophied mental muscles and came across a brain teaser that was pretty nifty:. Find a 10-digit number. Where each digit represents the number of that ordinal number in the whole number. So, the first digit represents the number of 0's. In the whole 10 digits. The second digit represents the number of 1's in the whole 10 digits. And so on. The first digit is not a 0. Works since we have. As our only choice ...

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Brand New Blog

https://blog.bossylobster.com/2014/12/brand-new-blog.html

A blog by Danny Hermes; musing on tech, mathematics, etc. Dec 04, 2014. After a happy 3-year run with Blogger. I've decided to revamp my blog with viewers in mind. My blog, I was still learning the ropes as a programmer. I was happy to have a place to share the things I learned, but didn't have much context for the things I was writing. However, as I started to develop a voice, I became acutely aware that the look and feel of my blog was bad. After a good friend. Inspired by my old buddy Brian. I decided...

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bossylobster.blogspot.com

bossylobster

Tuesday, November 18, 2014. Saying Goodbye to Blogger. After a fairly happy 3-year run, I realized it was time for a change. Thanks for the good times blogger. I've moved on to using the Pelican. Static site-generator with GitHub Pages. These posts will remain here for all time, but comments have been disabled ( Disqus. Is enabled on the new blog) and this blog will only be found at bossylobster.blogspot.com. Thanks for stopping by. Head on over to the new blog. And have a look! Posted by Danny Hermes.

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LORA's says. ♡. Wednesday, February 1, 2012. CNY bling bling nails ♥. Finally am here to blog, so sorry to those readers that keep on reminding me to update my blog huh! I am so lazy to update my blog! As I am currently addicted to Instagram so I just post wadever photo there. Easy and Convenient. I grab a few photo from there to blog *evil laugh. So,I am gonna show you peeps how I did my bling bling nails.It's real easy! And this is what you need:-. Bling bling nail polish from THE FACE SHOP. He want me...

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