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whateversuitsyourboat | The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s).

The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s).

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whateversuitsyourboat | The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). | whateversuitsyourboat.wordpress.com Reviews

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The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s).

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Links | whateversuitsyourboat

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The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). If you don’t like our site, try out one of these:. Terence Tao’s blog. Qiaochu Yuan’s blog, Annoying Precision. For research-level questions;. For all other math-related questions. Doug West’s glossary of combinatorics terms. Of links to the homepages of set theorists. The UNL Math Department’s homepage. For questions and answers. A wonderful tool for quickly identifying the correct symbol command. To Converg...

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Jay Cummings | whateversuitsyourboat

https://whateversuitsyourboat.wordpress.com/author/jaycummings

The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). Author Archives: Jay Cummings. I am a fifth year mathematics Ph.D. student at UCSD. Math in Elections Part 7 — The Complexity of Declaring a Victor. Math in the "Real World". Math in Elections Part 5 — There are Alternatives! Math in the "Real World". Math in Elections Part 4 — Democracy and The Electoral College? So far in this series we have seen why the Gibbard-Satterthwaite theorem implies that the primar...

3

Math in Elections Part 1 — Every Voting System is Flawed. | whateversuitsyourboat

https://whateversuitsyourboat.wordpress.com/2012/10/31/math-in-elections-part-1-every-voting-system-is-flawed

The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). Moving Around a Sphere – Hilbert Spaces Part 3. Math in Elections Part 2 — A Primary Example. →. Math in Elections Part 1 — Every Voting System is Flawed. Are you feeling a little tired. Of the same-old political discussions? Wishing there could be more math involved? If so, I’ve got a blog series for you! What about a system like our own? Is this system fair? How can we tell? In Iran, for instance, it appear...

4

Math in Elections Part 2 — A Primary Example. | whateversuitsyourboat

https://whateversuitsyourboat.wordpress.com/2012/11/01/math-in-elections-part-2-whats-wrong-with-the-primaries

The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). Math in Elections Part 1 — Every Voting System is Flawed. Math in Elections Part 3 — Delegates, Conventions and Kings. →. Math in Elections Part 2 — A Primary Example. What’s wrong with our current system? Well, a lot. But before I get you all depressed, I will mention one thing that our system theoretically does have going for it. In the last post. Low polling numbers, you might suspect that most of the cand...

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Z Norwood | whateversuitsyourboat

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The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). Author Archives: Z Norwood. AC, part III: Choice in context. Wow, it’s been a long time since my last post. Sorry about that. I intend (though I’ll make no promises) to post a bit more regularly now. This final post in my ac series was advertised to be a post … Continue reading →. Can you disprove it? If you can’t prove or disprove it, does your … Continue reading →. Basic AC, part 2: Choice in Algebra. Today...

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Winter blues | HMS Badger

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From the shelf: “The Buried Giant”. Second read: “Slaughterhouse-Five” →. It seems very unfair to me that I’m here in Los Angeles where it’s warm and sunny when I want to be somewhere that’s cold and wintry and that so many people who are in cold and wintry places would rather be somewhere warm and sunny. This entry was posted in Day-to-day. From the shelf: “The Buried Giant”. Second read: “Slaughterhouse-Five” →. Leave a Reply Cancel reply. Enter your comment here. Address never made public).

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HMS Badger | Page 2

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Newer posts →. Second read: “Catch-22”. Rereading’s been a smashing success so far. I first read. In 2009 during my sophomore year of college. I remembered loving it and laughing at it. I remembered Yossarian and Major Major Major Major. I didn’t remember much else. I often only hold onto vague impressions of books, fuzzy plot lines, and knowing whether I liked it. I’m hoping rereading will make memories of my favorite books more vivid. Right now, and there are parts clearly lifted from. I say no, Bryan ...

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Kaitlyn | HMS Badger

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From the shelf: “Endurance”. Let me tell you about the most amazing thing I’ve read: Shackleton’s voyage is unbelievable. It’s 1914, and Shackleton wants to be the first person to completely cross Antarctica. He collects a crew, some scientists, a photographer, an artist, and … Continue reading →. Friends don’t let friends run marathons alone. Second read: “Slaughterhouse-Five”. From the shelf: “The Buried Giant”. From the shelf: “Ashes in My Mouth, Sand in My Shoes”. I can’t recall whether I&#8217...

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Friends don’t let friends run marathons alone | HMS Badger

https://hmsbadger.wordpress.com/2015/04/06/friends-dont-let-friends-run-marathons-alone

Second read: “Slaughterhouse-Five”. From the shelf: “Endurance” →. Friends don’t let friends run marathons alone. There’s something especially wonderful about being around old friends. You slip into a version of yourself that is so comfortable and understood. I hung out with a bunch of people I’ve known a very long time (and a few I feel like I’ve known a long time) in March. They came for the LA Marathon, which Zach and three of them ran. This entry was posted in Events. I LOVE THIS PHOTO!

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Stuff I Made | Andy Soffer

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UCLA Mathematics Ph.D Student. Below are links to notes for some classes I have taken/am currently taking. They are certainly not complete, and probably not correct. Modular Representation Theory Notes. Theory of Groups Notes. I started writing this while studying for the algebra qualifying exam. Now almost a year later, I’ve decided to finish it. Last updated December 26, 2012. A Quick Introduction to Representation Theory. A Brief History of the Four Color Theorem. Polynomial cell partitioning notes.

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Second read: “Slaughterhouse-Five” | HMS Badger

https://hmsbadger.wordpress.com/2015/03/31/second-read-slaughterhouse-five

Friends don’t let friends run marathons alone →. Second read: “Slaughterhouse-Five”. Were two of her books I read. I forgot that Kurt is one of the characters in the story. I remembered the line “Billy Pilgrim has come unstuck in time” but forgot that it’s the first sentence of chapter two instead of chapter one’s. I forgot how horrific the firebombing of Dresden was, even though I knew that was a main part of the book. And I forgot why the alternate title is. This entry was posted in Books. Post was not...

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Blog | Andy Soffer | UCLA Mathematics Ph.D Student

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UCLA Mathematics Ph.D Student. August 23, 2012. Here’s a fact you probably never noticed: Holomoprhic functions have no local maxima. Okay, constant functions do, but those are lame. Theorem 1 (Maximum modulus principle). Has a local maximum at. Then in a small ball around. Consider the image of. It looks something like. We don’t really care about the lower bound. The important point is that the upper bound is attained. This tells us that, the image of the small ball. Is completely contained in. Is conti...

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From the shelf: “Endurance” | HMS Badger

https://hmsbadger.wordpress.com/2015/04/07/from-the-shelf-endurance

Friends don’t let friends run marathons alone. From the shelf: “Endurance”. My perfect Pan gave this perfect book to me for Christmas. The writing is a delight, and the story is simply incredible. I had to keep reminding myself it wasn’t fiction. I had so much fun reading this book–when I finished, I was tempted to turn back to page one and start all over again! This entry was posted in Books. Friends don’t let friends run marathons alone. From the shelf: “Endurance”. Leave a Reply Cancel reply.

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whateversuitsyourboat | The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s).

The former occupants of Avery 311 at the University of Nebraska reunite to discuss some math(s). A quick, cool result to distract you from finals. First we need to remember a little about. Adic representations of integers. If. Is any integer (technically we should assume. It doesn’t really matter), and if. Is a prime number, then. Can be written (uniquely) as. Be a prime number and. Recall that in the polynomial ring. We have the identity. On one hand, we know that the coefficient of. In this expansion is.

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