corpus.blog
41554 blogs · [ { "id": "01a0bb7e-c801-73c8-975b-030d1464daa2", "title": "On Size, Death, and Dinosaurs", "url": "https://mathenchant.wordpress.com/2018/01/16/on-size-death-and-dinosaurs/", "published_at": "2018-01-17T02:10:43+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d1526046e", "title": "The Roots of Unity", "url": "https://mathenchant.wordpress.com/2017/12/17/the-roots-of-unity/", "published_at": "2017-12-17T04:23:07+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d155896e5", "title": "Impaled on a Fencepost", "url": "https://mathenchant.wordpress.com/2017/11/16/impaled-on-a-fencepost/", "published_at": "2017-11-16T23:03:36+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d1645377f", "title": "The Global Roots of Exploding Dots", "url": "https://mathenchant.wordpress.com/2017/10/13/the-global-roots-of-exploding-dots/", "published_at": "2017-10-13T14:25:30+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d1709cb80", "title": "How Do You Write One Hundred in Base 3/2?", "url": "https://mathenchant.wordpress.com/2017/09/17/how-do-you-write-one-hundred-in-base-32/", "published_at": "2017-09-17T05:00:42+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d17dcc5f5", "title": "Prof. Engel’s Marvelously Improbable Machines", "url": "https://mathenchant.wordpress.com/2017/08/16/prof-engels-marvelously-improbable-machines/", "published_at": "2017-08-17T03:53:05+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d18cca905", "title": "Swine in a Line", "url": "https://mathenchant.wordpress.com/2017/07/17/swine-in-a-line/", "published_at": "2017-07-17T11:14:18+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d19737ab4", "title": "Reading, Writing, and Rigor", "url": "https://mathenchant.wordpress.com/2017/06/16/reading-writing-and-rigor/", "published_at": "2017-06-17T02:01:57+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d19fceec2", "title": "Minus Infinity", "url": "https://mathenchant.wordpress.com/2017/05/16/minus-infinity/", "published_at": "2017-05-17T02:49:10+00:00" }, { "id": "01a0bb7e-c801-73c8-975b-030d19fe620a", "title": "More about .999…", "url": "https://mathenchant.wordpress.com/2017/04/16/more-about-999/", "published_at": "2017-04-17T02:21:53+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433cfcd6fc0", "title": "Band saw blades, bedbug zappers, rubber bands and me", "url": "https://mathenchant.wordpress.com/2017/03/16/band-saw-blades-bedbug-zappers-rubber-bands-and-me/", "published_at": "2017-03-17T02:55:35+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d09e1e19", "title": "Three-point-one cheers for pi !", "url": "https://mathenchant.wordpress.com/2017/02/16/three-point-one-cheers-for-pi/", "published_at": "2017-02-17T03:27:27+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d1297e32", "title": "Avoiding chazakah with the Prouhet-Thue-Morse sequence", "url": "https://mathenchant.wordpress.com/2017/01/16/avoiding-chazakah-with-the-prouhet-thue-morse-sequence/", "published_at": "2017-01-17T04:53:09+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d15b2f44", "title": "Will ’17 be the Year of the Pig?", "url": "https://mathenchant.wordpress.com/2016/12/10/will-17-be-the-year-of-the-pig/", "published_at": "2016-12-11T03:38:28+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d198e441", "title": "Breaking logic with self-referential sentences", "url": "https://mathenchant.wordpress.com/2016/11/17/breaking-logic-with-self-referential-sentences/", "published_at": "2016-11-17T11:18:00+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d1a01e05", "title": "Going Negative, part 2", "url": "https://mathenchant.wordpress.com/2016/10/16/going-negative-part-2/", "published_at": "2016-10-17T03:09:51+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d2632534", "title": "Going Negative, part 1", "url": "https://mathenchant.wordpress.com/2016/09/16/going-negative-part-1/", "published_at": "2016-09-17T01:14:30+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d313b8de", "title": "Bertrand’s Ballot Problem", "url": "https://mathenchant.wordpress.com/2016/08/16/bertrands-ballot-problem/", "published_at": "2016-08-17T02:33:17+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d33544b1", "title": "“The Man Who Knew Infinity”: what the film will teach you (and what it won’t)", "url": "https://mathenchant.wordpress.com/2016/07/17/the-man-who-knew-infinity-what-the-film-will-teach-you-and-what-it-wont/", "published_at": "2016-07-17T04:08:16+00:00" }, { "id": "01a0bb8b-90ff-73b5-89a3-4433d4096b32", "title": "Sri Ramanujan and the Secrets of Lakshmi", "url": "https://mathenchant.wordpress.com/2016/06/16/sri-ramanujan-and-the-secrets-of-lakshmi/", "published_at": "2016-06-17T02:15:54+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e4c3d40f", "title": "Fermat’s Last Theorem: The Curious Incident of the Boasting Frenchman", "url": "https://mathenchant.wordpress.com/2016/05/16/fermats-last-theorem-the-curious-incident-of-the-boasting-frenchman/", "published_at": "2016-05-17T03:06:47+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e5b5692c", "title": "The Paintball Party Problem and the Habit of Symmetry", "url": "https://mathenchant.wordpress.com/2016/04/17/the-paintball-party-problem-and-the-habit-of-symmetry/", "published_at": "2016-04-17T10:45:24+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e680b142", "title": "Believe It, Then Don’t: Toward a Pedagogy of Discomfort", "url": "https://mathenchant.wordpress.com/2016/03/16/believe-it-then-dont-toward-a-pedagogy-of-discomfort/", "published_at": "2016-03-17T02:30:04+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e702c0cb", "title": "When Not to Expect What You’re Expecting", "url": "https://mathenchant.wordpress.com/2016/02/16/when-not-to-expect-what-youre-expecting-3/", "published_at": "2016-02-17T02:20:32+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e742a363", "title": "How To Be Wrong", "url": "https://mathenchant.wordpress.com/2016/01/16/how-to-be-wrong/", "published_at": "2016-01-16T23:15:55+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e779c127", "title": "“Really Big Numbers”", "url": "https://mathenchant.wordpress.com/2015/12/16/really-big-numbers/", "published_at": "2015-12-17T01:18:24+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e7bce52b", "title": "Erdős for Epsilons: “The Boy Who Loved Math”", "url": "https://mathenchant.wordpress.com/2015/11/11/erdos-for-epsilons-the-boy-who-loved-math/", "published_at": "2015-11-11T07:44:12+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e80d0781", "title": "Pólya’s Urn", "url": "https://mathenchant.wordpress.com/2015/10/16/polyas-urn/", "published_at": "2015-10-16T17:06:29+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e8999132", "title": "The One About .999…", "url": "https://mathenchant.wordpress.com/2015/09/17/the-one-about-999/", "published_at": "2015-09-17T03:09:48+00:00" }, { "id": "01a0bb8f-5e2d-7379-908a-6d44e8e319ee", "title": "The Life of Games", "url": "https://mathenchant.wordpress.com/2015/08/12/the-life-of-games/", "published_at": "2015-08-12T21:34:18+00:00" }, { "id": "01a0bb9c-39c5-71ba-b853-e16e43454c76", "title": "The Lessons of a Square-Wheeled Trike", "url": "https://mathenchant.wordpress.com/2015/07/15/the-lessons-of-a-square-wheeled-trike/", "published_at": "2015-07-15T03:06:55+00:00" }, { "id": "01a0bb9c-39c5-71ba-b853-e16e438ab69d", "title": "Why this blog?", "url": "https://mathenchant.wordpress.com/2015/06/17/why-this-blog/", "published_at": "2015-06-17T16:50:17+00:00" } ] posts Claim your blog
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| monthly writings in and around mathematics by James Propp

mathenchant.wordpress.com

2018

On Size, Death, and Dinosaursoriginal ↗
17 Jan 2018

2017

The Roots of Unityoriginal ↗
17 Dec 2017
Impaled on a Fencepostoriginal ↗
16 Nov 2017
The Global Roots of Exploding Dotsoriginal ↗
13 Oct 2017
How Do You Write One Hundred in Base 3/2?original ↗
17 Sept 2017
Prof. Engel’s Marvelously Improbable Machinesoriginal ↗
17 Aug 2017
Swine in a Lineoriginal ↗
17 Jul 2017
Reading, Writing, and Rigororiginal ↗
17 Jun 2017
Minus Infinityoriginal ↗
17 May 2017
More about .999…original ↗
17 Apr 2017
Band saw blades, bedbug zappers, rubber bands and meoriginal ↗
17 Mar 2017
Three-point-one cheers for pi !original ↗
17 Feb 2017
Avoiding chazakah with the Prouhet-Thue-Morse sequenceoriginal ↗
17 Jan 2017

2016

Will ’17 be the Year of the Pig?original ↗
11 Dec 2016
Breaking logic with self-referential sentencesoriginal ↗
17 Nov 2016
Going Negative, part 2original ↗
17 Oct 2016
Going Negative, part 1original ↗
17 Sept 2016
Bertrand’s Ballot Problemoriginal ↗
17 Aug 2016
“The Man Who Knew Infinity”: what the film will teach you (and what it won’t)original ↗
17 Jul 2016
Sri Ramanujan and the Secrets of Lakshmioriginal ↗
17 Jun 2016
Fermat’s Last Theorem: The Curious Incident of the Boasting Frenchmanoriginal ↗
17 May 2016
The Paintball Party Problem and the Habit of Symmetryoriginal ↗
17 Apr 2016
Believe It, Then Don’t: Toward a Pedagogy of Discomfortoriginal ↗
17 Mar 2016
When Not to Expect What You’re Expectingoriginal ↗
17 Feb 2016
How To Be Wrongoriginal ↗
16 Jan 2016

2015

“Really Big Numbers”original ↗
17 Dec 2015
Erdős for Epsilons: “The Boy Who Loved Math”original ↗
11 Nov 2015
Pólya’s Urnoriginal ↗
16 Oct 2015
The One About .999…original ↗
17 Sept 2015
The Life of Gamesoriginal ↗
12 Aug 2015
The Lessons of a Square-Wheeled Trikeoriginal ↗
15 Jul 2015
Why this blog?original ↗
17 Jun 2015
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