https://www.huffpost.com/entry/queen-elizabeth-mobility-problems_n_62794ce9e4b0d7ea4cd065ef
HUFFPOST
WORLD NEWS
Queen Elizabeth Experiencing 'Episodic Mobility Problems,' Palace Says
Buckingham Palace released a statement revealing that the 96-year-old monarch will not be attending the state opening of Parliament.
By Carly Ledbetter
May. 9, 2022, 01:30 PM EDT
Buckingham Palace gave an update on Queen Elizabeth’s continued health problems in a statement revealing that the 96-year-old monarch will not be attending the state opening of Parliament on Tuesday.
“The Queen continues to experience episodic mobility problems, and in consultation with her doctors has reluctantly decided that she will not attend the State Opening of Parliament tomorrow,” the palace said in a release on Monday.
From 5/13/1932 ( ) To 5/9/2022 ( Today, Monday ) is 32868 days
32868 = 16434 + 16434
From 11/2/1965 ( my known birth date in Antlers, Oklahoma, USA, as Kerry Wayne Burgess ) To 10/31/2010 ( premiere US TV series "The Walking Dead" ) is 16434 days
From 5/21/2006 ( by me, Kerry Burgess, excerpts from my private journal: Re: Journal May 21, 2006 ) To 5/9/2022 ( ) is 5832 days
From 11/2/1965 ( my known birth date in Antlers, Oklahoma, USA, as Kerry Wayne Burgess ) To 10/21/1981 ( from IMDb(dot)com database file circa 2012, previously referenced: debut of "Stargate" video-game ) is 5832 days
From 6/8/1993 ( commencement, Princeton University Class of 1993 ) To 5/9/2022 ( ) is 10562 days
From 11/2/1965 ( my known birth date in Antlers, Oklahoma, USA, as Kerry Wayne Burgess ) To 10/3/1994 ( from The Daily Princetonian publication, Princeton University: Wiles To Teach Course Evaluating His Proof Of Fermat's Theorem ) is 10562 days
From 7/5/1891 ( John Howard Northrop ) To 7/16/2004 ( premiere US TV series "Stargate: Atlantis" ) is 41284 days
41284 = 20642 + 20642
From 11/2/1965 ( my known birth date in Antlers, Oklahoma, USA, as Kerry Wayne Burgess ) To 5/9/2022 ( ) is 20642 days
From 7/22/1885 ( ) To 8/3/1998 ( "Rainbow Six" by Tom Clancy ) is 41284 days
41284 = 20642 + 20642
From 11/2/1965 ( my known birth date in Antlers, Oklahoma, USA, as Kerry Wayne Burgess ) To 5/9/2022 ( Today, Monday ) is 20642 days
https://www.nbcnews.com/news/europe/queen-elizabeth-ii-will-miss-opening-parliament-citing-mobility-proble-rcna27986
NBC News
Queen Elizabeth II will miss the opening of Parliament, citing 'mobility problems'
May 9, 2022, 11:19 AM PDT
By Alex Holmes and David K. Li
Queen Elizabeth II is suffering from "episodic mobility problems" and will not attend the opening of Parliament, Buckingham Palace announced Monday.
https://graphicarts.princeton.edu/2016/05/16/last-photograph-of-general-grant/
https://theprince.princeton.edu/princetonperiodicals/?a=d&d=Princetonian19320513-01.2.35&e=-------en-20--81-byDA-txt-txIN-------
Daily Princetonian, Volume 57, Number 78, 13 May 1932
Psychologists Experiment With Guinea Pigs In Attempt to Discover Cure for Deafness
George P. Norton '26, a graduate student here working for his Ph. D. in Psychology, is collaborating with Professors E. G. Wever and C. W. Bray of the Psychology Department in experiments to discover a cure for stimulation deafness, that type of deafness experienced by factory workers, aviators, or any persons subject to loud noise over regular periods of time.
https://theprince.princeton.edu/princetonperiodicals/?a=d&d=Princetonian19320513-01.2.32&e=-------en-20--81-byDA-txt-txIN-------
Daily Princetonian, Volume 57, Number 78, 13 May 1932
OLD TEXTBOOKS SHOWN IN FINE HALL LIBRARY
Mathematics and Physics Books Used Here Century Ago Arranged in Special Case.
Miss Margaret C. Shields, Librarian of Fine Hall, has arranged in a special case in the Fine Hall Library an exhibit of old mathematics and physics books, including those used in the mathematics classes at Princeton mi the years 1830 to 1835.
In those days, according to Miss Shields, all students were required to take a four-year comprehensive course in mathematics. They apparently began when prepared only in arithmetic, for the requirements for entrance to the college contained the statement, "Candidates for admission will be examined also in arithmetic." In their Freshman year students studied Bourdon's Algebra, while in their Sophomore terms they went to Playfair's Euclid and Young's Plane and Spherical Trigonometry. The Juniors were instructed in Young's Differential Calculus and Analytical Geometry in their first semester, and in the second enjoyed the same author's Integral Calculus and Boucharlot's Mechanics. The Senior course, consisting of lectures alone, was called Natural Philosophy.
Other books in the exhibit include that of the great physicist Boyle, Touching the Spring of the Air, published in 1660; a Latin work of Christian Huygens, Horologium Oscillatorium, published in 1623; a text on applied geometry by Albrecht Durer, the celebrated German artist; and the formidable Geometria Indivisibilibus of Cavalieri, a pupil of Galileo.
from my private journal, as me, Kerry Burgess, typed after being released from the USA Veterans Affairs psychiatric hospital enduring many months sitting in a grungy two-computer room in a homeless shelter on the waterfront in downtown Seattle:
From: Kerry Burgess
Sent: Sunday, May 21, 2006 11:04 AM
To: Kerry Burgess
Subject: Re: Journal May 21, 2006
Kerry Burgess wrote:
I think it was my first thought after waking up this morning that I used to date Julia Roberts a long time ago.
I also have these unexplained thoughts that I was a fighter pilot in the U.S. military, although I'm not sure which service, but I may have been in two different branches over time. I am also confused about thoughts that I may have been a helicopter pilot. What's next? A space shuttle pilot? Seems like a lot for someone that is only 40. And, while I am not sure when this divergence happened, I am reasonably certain it was before I turned 33. So I must have been a pretty busy guy. Especially because I have thoughts that I was some kind of mathmetician too. I have these thoughts too that I was captured by enemy forces at some point and tortured while in captivity.
https://theprince.princeton.edu/princetonperiodicals/?a=d&d=Princetonian19941003-01.2.2&e=-------en-20--81-byDA-txt-txIN-------
Daily Princetonian, Volume 118, Number 91, 3 October 1994
Wiles to teach course evaluating his proof of Fermat's Theorem
By SARAH JANICKI
Mathematics professor Andrew Wiles, renowned for his claim that he had solved a 350-year-old mathematical puzzle, will explain his work in a graduate-level course starting in two weeks. The course will be centered around Fermat's Theorem, and Wiles will attempt to give students an update of his progress on his 1993 proof of the theorem, mathematics professor Nicholas Katz said. Wiles hit a snag in his work on the proof a year after he first announced that he had solved the puzzle. Wiles announced he believed he could prove Fermat's Theorem at a mathematics conference at Cambridge University in June 1993. Soon after, he submitted his work for publication in Inventionnes, a mathematical journal. Wiles' work was reviewed by mathematicians over the summer, and a flaw was found in crucial calculations of the proof. Since that time, Wiles has been trying to work through the problem in his calculations. Wiles has not been available for comment about the status of his work. Despite the setback, Wiles has made important contributions to mathematics through his work on Fermat's Theorem, mathematics department chair Joseph Kohn said.
Wiles recently gave a speech at the International Congress of Mathematicians which was well received, said mathematics professor John Conway. 'The members of the mathematical community were very excited by what Wiles has accomplished," Conway said. Wiles' proof consists of two parts — one linking the proof of Fermat's Theorem to the proofs of two other mathematical theories, and the other attempting to prove one of the other theories.
Wiles first stated that in order to prove Fermat's Theorem, one only needed to prove the Shimu-ra-Tanayama Conjecture. This is "a conjecture involving number theory and geometry," Kohn explained. Wiles further stated that in order to prove the ShimuraTanayama conjecture, one only needed to prove a third theorem. This theorem is a bounding order Selmer group, said Katz, who has been assisting Wiles with his proof. It was in the proof of this third theorem that the flaw was found in Wiles' work. Wiles' reduction of Fermat's Theorem into the two other theories has been widely circulated in the mathematical community and has withstood critiques. "The reduction has opened new avenues on the proof," said Kohn. "It has changed this area of research." Fermat's Theorem itself states that for integers (n) greater than two, no three numbers X, V and Z exist so that XN+YN=ZN. Though the theorem has been proven for specific numbers, Wiles seeks to prove it in generality for all integers. Pierre dc Fermat, a 17th-century mathematician, originally posited the theorem. In the margin of one of his notebooks, he stated that he had a proof of the theorem but lacked the room to explain it.
- posted by me, Kerry Burgess 8:40 PM Pacific-time USA Monday 05/09/2022
