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TEMPO

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Gardner's column introduced the public to books such as A K Dewdney’s Planiverse and Douglas Hofstadter’s Gödel, Escher, Bach.[[Already when he began his monthly series in 1956 and 1957, he was corresponding with the likes of Claude Shannon, John Nash, John Milnor, and David Gale. Later he would receive mail from budding mathematicians John Conway, Persi Diaconis, Jeffrey Shallit, Ron Rivest, et al. –Donald Knuth in English football|Already when he began his monthly series in 1956 and 1957, he was corresponding with the likes of Claude Shannon, John Nash, John Milnor, and David Gale. Later he would receive mail from budding mathematicians John Conway, Persi Diaconis, Jeffrey Shallit, Ron Rivest, et al. –Donald Knuth]][1]

Brian Tyler Cohen and Shameless

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Also delete actor from infobox

Reviews of Shameless
  • Brian Tyler Cohen is a compelling, insightful and important voice in progressive media.[a] — Speaker Nancy Pelosi[2]
  • This is a book with valuable lessons about what each of us can do to break through the noise of the right-wing media machine.[b] — Jon Favreau[2]
  • In Shameless, Brian Tyler Cohen lays bare the long con of the modern Republican Party.[c] — Barnes and Noble[3]
  • During this all-hands-on-deck moment in our history, Shameless is essential reading for those seeking to understand our dire situation, and a rallying cry for those fighting to preserve democracy. — Amazon[2]
  • A refreshingly bold and candid voice. — Kirkus Reviews[4]

xxxx The section on the role of the media is quite relevant to understanding how Trumpism has become normalized into a cult, if not a religion. — Adam Donaldson Powel

  • Shameless chronicles how Republicans over the past few decades have dragged the country into a politics of dysfunction and despair, and what Democrats and everybody else needs to do to get us out of it.

“Brian Tyler Cohen is a compelling, insightful and important voice in progressive media. In Shameless, he skillfully chronicles Republicans’ decades-long descent into a politics of dysfunction, disinformation and personal destruction ... A must-read." — Speaker Nancy Pelosi

“Brian gets billions of views and interviews with presidents for a reason: he’s clear-eyed about the threat to democracy, creative in his approach to fighting back, and the kind of joyful warrior the progressive movement needs right now. This is a book with valuable lessons about what each of us can do to break through the noise of the right-wing media machine.”  — Jon Favreau

"In Shameless, Brian Tyler Cohen lays bare the long con of the modern Republican Party. While the radical right continues hiding behind gaslighting maneuvers, artificial slogans, and hollow catchphrases, Cohen’s unflinching narrative illuminates the realities and dangers of the ever-widening gulf between the vaunted Republican brand and their actual behavior."

“During this all-hands-on-deck moment in our his­tory, Shameless is essential reading for those seeking to understand our dire situation, and a rallying cry for those fighting to preserve democracy." — Amazon

Wallpaper group

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Colm says to talk to Robert Fathauer
Henry Segerman would have Fathaur's email address

Example of knot complement

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Figure eight knot complement
by François Guéritaud, Saul Schleimer, and Henry Segerman

Maybe doing three examples make sense: the complement of the unknot is a good one because it is simple to describe in words. A picture of the complement of the figure eight knot makes sense for a more general example of a knot complement in the three-sphere. A third useful example would be the complement of a knot in a manifold other than the three-sphere. I'm not sure what such a good example would be.

You could do the following: Let K_1 and K_2 be components of a link L in the three-sphere. Let M be the complement of the knot K_1. Then K_2 is also a knot in M, and the complement of K_2 in M is the same as the complement of the link L in the three-sphere.

But this is a bit of an artificial example. A better example would be one in which the ambient manifold for the knot is not itself a knot complement. But then describing the example gets harder.

Above would be a new section on the Knot complement page

the book
  • 2016 Visualizing Mathematics with 3D Printing Johns Hopkins University Press ISBN 978-1421420356
online version of paper

Martin Liebeck

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This page might need to be linked from some or all of the following pages Roman Bezrukavnikov, Peter James Thomas, Martin Bridson, David Evans (mathematician), Colva Roney-Dougal, Peter M. Neumann

Median (geometry)

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Three congruent triangles

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In 2014 [Lee Sallows]] discovered the following theorem:[5]

The medians of any triangle dissect it into six equal area smaller triangles as in the figure above where three adjacent pairs of triangles meet at the midpoints D, E and F. If the two triangles in each such pair are rotated about their common midpoint until they meet so as to share a common side, then the three new triangles formed by the union of each pair are congruent.
  1. ^ AMS Notices (2011)
  2. ^ a b c Amazon
  3. ^ Cite error: The named reference barnes was invoked but never defined (see the help page).
  4. ^ Kirkus Reviews
  5. ^ Sallows, Lee, "A Triangle Theorem" Mathematics Magazine, Vol. 87, No. 5 (December 2014), p. 381

Stephen B. Kelleher

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ref was removed[1]

  1. ^ From list of electors in The Dublin University Calendar 1911-1912

Donegall Lecturer

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Here is a general source for TCD. See James Wilson (mathematician) for example of how to use it.

  • Burtchaell, G. D., and Sadleir, T. U. (eds), Alumni Dublinensis : A Register of the Students, Graduates, Professors and Provosts of Trinity College in the University of Dublin, 1593–1860 (Dublin, 1935)

Use the following syntax:

From 1657 to 1718 he was the Donegall Lecturer in Mathematics at Trinity College Dublin.
all linked up to 1976-1977: Christopher Zeeman (1925-2016)
David Spearman says - Donegall Lectures listed in annual calendars were
  • 67-68 Paul Halmos
  • 69-70 James Hamilton
  • 70-71 Friedrick Hirzebruck
  • 72-73 Denis Sciama
  • 76-77 Christopher Zeeman
  • 83-84 Marc Yor
  • 88-89 Jacob Schwartz
  • 91-92 Donald Knuth
  • 94-95 Freeman Dyson

Cagegories and lists

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What if WP allowed you to create a page of this form?

List of American women mathematicians
The page would simply redirect you to Category:American women mathematicians

This would solve a few problems I think and avoid a lot of duplication. As it stands, there is no completeness or consistency.

Numberphile

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Mariner

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pages with incorrect redirect to sailor
pages I deleted that need more study
  • Mariner outboards, a brand of outboard motors marketed by Mercury Marine
  • Tc1/mariner, a class and superfamily of interspersed repeats DNA transposons
  • The Mariner, a character from The Keys to the Kingdom
  • "The Ancient Mariner", a 1925 American silent film based on the poem The Rime of the Ancient Mariner
may get deleted by others

Maebh Long

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  • Draft:Maebh Long created when Lopifalko moved page Maebh Long to Draft space without leaving a redirect
  • Reason for deletion: Needs multiple independent reliable sources with sustained coverage of the subject
  • WP Users involved in the deletionn: Lopifalko. Louis de Paor, Lithopsian (removed red link)
  • WP articles linked to Long: Brian O'Nolan
  • Her h-index can be found HERE
  • The deletion discussion is here:
  • A copy of the original article is HERE
  • A source of quotes: Assembling Flann O'Brien bloomsbury.com
  • New Hibernia Review[1]
  1. ^ review of Maebh Long's Assembling Flann O'Brien by Amy Nejezchleb, New Hibernia Review, Center for Irish Studies at the University of St. Thomas, Volume 19, Number 1, Spring 2015
quotes

“In Assembling Flann O'Brien, Maebh Long has set out on a difficult task: to assemble the unassemblable. It is to her credit that the book succeeds at its task ... [Her] dexterity as a critic is impressive.” – Modern Language Review

“Maebh Long's assembling of high theory and archival material within specific cultural contexts makes for a compelling read. Her bilingual analysis of An Béal Bocht /The Poor Mouth is astute, and her fluid reading of O'Brien's later novels is a valuable contribution to existing Flanneur scholarship.” – Keith Hopper, St Mary's University College, Twickenham (author of Flann O'Brien: A Portrait of the Artist as a Young Post-modernist)

“This is a fine, thought-provoking study, offering nuanced, lucid, witty and philosophically rich readings of the Flann O'Brien oeuvre in all its uniquely unassemblable strangeness. Maebh Long's Assembling Flann O'Brienpromises to be an engaging and valuable work for students and scholars alike.” – Nicholas Royle, Professor of English, University of Sussex, UK

“Hugely erudite yet wonderfully alive to the entertainingly ludic qualities of its subject, Maebh Long's witty and engaging account is the first book-length study of Flann O'Brien that manages to do full justice to the 'singularity' of the work of this most learned, daring and brilliantly slippery writer. The book is a tour de force that brings to its task of explication, appreciation and critique, a wealth of scholarship, theoretical understanding and critical dexterity.” – Patricia Waugh, Professor of English at Durham University, UK.,

“Flann O'Brien was one of the many pseudonyms of the prolific Brian O'Nolan (1911-66). In this superlative scholarly study, Long (Univ. of the South Pacific, Fiji Islands) offers what is surely the best analysis presently available of Ireland's most significant postmodernist writer. In five chapters, arranged topically across several genres, readers will gain rich insight into O'Nolan's mindset. But Long does more, providing a vibrant intellectual construct for reading O'Nolan's work by way of Derrida, Agamben, Freud, Lucan, and Zizek. Copious in its analysis, substantial in its notes and bibliography, Long's study makes a major contribution to Irish studies. Summing Up: Highly recommended. Graduate students, researchers, faculty.” – R. R. Joly, Asbury University

links

Assembling Flann O’Brien reviewed at New Hibernia Review, Volume 19, Number 1, Spring/Earrach 201 https://muse.jhu.edu/article/577381

Irish Studies Review, Volume 25, 2017 - Issue 4 https://www.tandfonline.com/doi/abs/10.1080/09670882.2017.1358244?scroll=top&needAccess=true&journalCode=cisr20

the first sentence on that review might be worth quoting, i was unable to copy and paste it

“In Assembling Flann O'Brien, Maebh Long has set out on a difficult task: to assemble the unassemblable. It is to her credit that the book succeeds at its task ... [Her] dexterity as a critic is impressive.” – Modern Language Review

“Maebh Long's assembling of high theory and archival material within specific cultural contexts makes for a compelling read. Her bilingual analysis of An Béal Bocht /The Poor Mouth is astute, and her fluid reading of O'Brien's later novels is a valuable contribution to existing Flanneur scholarship.” – Keith Hopper, St Mary's University College, Twickenham (author of Flann O'Brien: A Portrait of the Artist as a Young Post-modernist)

“This is a fine, thought-provoking study, offering nuanced, lucid, witty and philosophically rich readings of the Flann O'Brien oeuvre in all its uniquely unassemblable strangeness. Maebh Long's Assembling Flann O'Brienpromises to be an engaging and valuable work for students and scholars alike.” – Nicholas Royle, Professor of English, University of Sussex, UK

“Hugely erudite yet wonderfully alive to the entertainingly ludic qualities of its subject, Maebh Long's witty and engaging account is the first book-length study of Flann O'Brien that manages to do full justice to the 'singularity' of the work of this most learned, daring and brilliantly slippery writer. The book is a tour de force that brings to its task of explication, appreciation and critique, a wealth of scholarship, theoretical understanding and critical dexterity.” – Patricia Waugh, Professor of English at Durham University, UK.,

“Flann O'Brien was one of the many pseudonyms of the prolific Brian O'Nolan (1911-66). In this superlative scholarly study, Long (Univ. of the South Pacific, Fiji Islands) offers what is surely the best analysis presently available of Ireland's most significant postmodernist writer. In five chapters, arranged topically across several genres, readers will gain rich insight into O'Nolan's mindset. But Long does more, providing a vibrant intellectual construct for reading O'Nolan's work by way of Derrida, Agamben, Freud, Lucan, and Zizek. Copious in its analysis, substantial in its notes and bibliography, Long's study makes a major contribution to Irish studies. Summing Up: Highly recommended. Graduate students, researchers, faculty.” – R. R. Joly, Asbury University

William Rowan Hamilton

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McColl Center

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  1. ^ McColl Center Open House January 24, 2019
  2. ^ Celebrating 20 years at McColl Center Artist Statement, By Ryan Pitkin, Queen City Nerve, January 23, 2019
  3. ^ The McColl Center for Art + Innovation: Charlotte history, architecture and modern art all in one place By Jonathan Piscitelli, July 24, 2015

Category of Artist residencies

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Category:Artist-in-residence programs is now empty; taken over by Category:Artist residencies

Riemann Hypothesis

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undigested Edward Francis Fahy stuff

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ICM speakers

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RE: List of International Congresses of Mathematicians Plenary and Invited Speakers

From 1970s on there were 3 categories: plenaries (< 20), invited (200 ish) and short communications (600+)
The 1st and 2nd categories are combined in the ICM Invited Speakers WP
Some day... they should be separated!

The current list of Plenary and Invited Speakers presented here is based on the ICM's post-WW II terminology, in which the one-hour speakers in the morning sessions are called "Plenary Speakers" and the other speakers (in the afternoon sessions) whose talks are included in the ICM published proceedings are called "Invited Speakers". In the pre-WW II congresses the Plenary Speakers were called "Invited Speakers".

Deletions

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James Grime

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A page with this name has been repeatedly deleted. I think Grime is notable enough to deserve a page. Others apparently disagree strongly

helpers
  1. ^ Dr James Grime University of Cambridge: Institute of Continuing Education (ICE)

Updates needed to existing articles

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William Rowan Hamilton

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Everyone knows that Irish mathematician (and physicist-in-all-but-name) William Rowan Hamilton discovered quaternions—in the city where he spent his entire career as an academic at Trinity College Dublin—thus injecting non commutativity into algebra decades before matrix multiplication was conceived. There is an annual star-studded Hamilton walk each 16th October commemorating the event. Hamilton was professor of astronomy at TCD (starting before hegraduated) and was also Royal Astronomer of Ireland. Hamilton was also the first foreign member of US Academy of Sciences. Few people—even in Ireland—know that within two months of Hamilton’s October 1843 breakthrough, John Graves, another Irish mathematician and TCD graduate who mostly worked as a jurist in England, had extended quaternions to octonions (Cayley got the credit for a long time). Quaternions—an apparently abstract and useless construction—turned out to have applications to mechanics, computer graphics, and quantum physics. Octonions are in the news these days because of their possible use in physics.[1]

Photo of David Klarner, George Polya, and N. G. de Bruijon on flickr

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David Klarner, George Polya, and N. G. de Bruijn, Stanford University faculty club, ca 1973

Updates & revisions needed

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Mental and Moral Science

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colm wrote: there is still no WP on "Mental and Moral Science" - it was in use as recently as 1988:

Lenny Abrahamson (Mental and Moral Science, 1988)

French translation

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France [French Translation partner wanted (details)] France

George Ferdinand Shaw

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cleanups & repairs

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  • here is an entry to Jstore
  • Mactutor template and mathgen template prototype and insertions in articles (review my math articles)
  • HumRRO:   What HumRRO is Doing, by George Washington University Human Resources Research Office, 1954, ASIN: B008LZ8M7E was removed. Semi-vandalism?

magic squares

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  • magic square:   It was discovered in 1997 that every parallelogram in the complex plane defines a unique 3 × 3 magic square, and vice versa.[2]* Magic square: Proposed sentences following the very first sentence of the Magic Square article. Here is the current opening sentence:
In recreational mathematics, a magic square is an arrangement of numbers (usually integers) in a square grid, where the numbers in each row, and in each column, and the numbers in the forward and backward main diagonals, all add up to the same number.
And here follow the two new sentences:
Since 2001, it has become recognized that such numerical squares are better seen as special instances of a more general structure known as a geometric magic square. The point is of little significance within the field of numerical squares, but of critical importance more generally, since the 'magical' properties of geometric magic squares far outweigh those of numerical types.[3]
The current second sentence would then become the first of a new paragraph.
the original of this image is at http://www.leesallows.com/files/9_postzegels.jpg

Conway

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  • On Quaternions and Octonions: Their Geometry, Arithmetic, and Symmetry by John H. Conway and Derek A. Smith ------- this should be merged into the number theory section?
  • His 'Monstrous Moonshine Conjecture' with Norton, a bridging of two disparate fields — finite-group and complex-function theory — that was proved by Conway's student Richard Borcherds in 1992 (although not to Conway's satisfaction).
  • Conway and Smith's book is a wonderful introduction to the normed division algebras: the real numbers (${\mathbb{R}}$), the complex numbers (${\mathbb{C}}$), the quaternions ($\H $), and the octonions ($\O $). The first two are well-known to every mathematician. In constrast, the quaternions and especially the octonions
  • Genius at Play biography of Conway by Siobhan Roberts - IAS
  • The Times of Malta remembers Conway, Graham and Guy

References 1

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  1. ^ Annals of Irish Mathematics and Mathematicians by Colm Mulcahey
  2. ^ The lost theorem, by Lee Sallows The Mathematical Intelligencer, Fall 1997, Volume 19, Issue 4, pp 51-54, Jan 09, 2009
  3. ^ Geometric Magic Squares reviewed by Charles Ashbacher Mathematical Association of America, September 24, 2013

Andrej Bauer

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Bauer on YouTube
WP Users involved in the deletion discussion
  • William Of Orange original proposed the deletion
  • Nsk92 only deleter who gave reasonable and coherent arguments for deletion
  • Rayman60 systematically deleted every reference to Andrej Bauer
WP articles linked to Bauer

Homotopy type theory, Institute for Advanced Study, List of Slovenian mathematicians, Bauer (surname), Michael Shulman (mathematician), Lists of mathematicians, Coq, Dana Scott, Normalization property (abstract rewriting), List of Carnegie Mellon University people, List of Slovenian computer scientists, Scott continuity

Bauer's ratings
  • His h-index can be found here
  • for comparison Martin Liebeck has an h-index of 43
  • The deletion discussion is here
  • Bauer workpage is here
  • A copy of the original article is here
  • Bauer on Slovenian WP
Citation indices as of Mar 21, 2017
  • Citations: 761, 351 of them since 2012; h-index 13
Impact factors
Acta Mathematica Impact Factor : 3.719
Annals Of Mathematics Impact Factor : 3.11
Inventiones Mathematicae Impact Factor : 2.825
Bulletin Of The American Mathematical Society 2015/2016 Impact Factor : 2.303
Bauer's new paper
Other papers by Bauer
  • Propositions as [Types] by Steve Awodey & Andrej Bauer, Institut Mittag-Leffler, The Royal Swedish Academy of Sciences, June 2001

Really cool timeline example

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  • Neil Byrne began in 2007 as a backup singer and guitar player before becoming a featured soloist.

McNally plays

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LINK Waiting for the revolution that she feels certain is near at hand, Cuba, a supporter of Fidel Castro, has set up camp in New York's Central Park. Having become something of a tourist attraction, she is interviewed by a reporter from the New York Times who shudders apprehensively as Cuba shoots down the series of "spies" who approach her bastion, and harangues a watching crowd through a bullhorn. Inevitably the interview becomes a confrontation between her left-wing views and his right-wing reactions, with the end result an uneasy standoff. As he leaves the reporter remarks that she has given him no real story to file, as a story you must have a beginning, a middle, and an end. "But I have indeed given you a beginning," replies Cuba, "and I may yet give you a middle and perhaps," she adds ominously, "an end as well." (1 man, 3 women.) BRINGING IT ALL BACK HOME. While brother and sister bicker meanly about pot-smoking and illicit pregnancies at their high school, father makes leering phone calls to strangers, and mother blots it all out with a portable hair dryer. Then the coffin with the body of their eldest son, Jimmy, who died in Vietnam, is delivered followed by a television crew to film a human interest feature on the family's grief. Reacting on cue they make much of their loss and the noble sacrifice this embodies, but with a glib superficiality that is both saddening and shocking. Their attention soon shifts to more immediate concerns, however, and Jimmy rises up in his coffin to address the audience. He knows now that the reason he wishes he were still alive is so he can figure out why he is dead and so, perhaps should we all. (3 men, 3 women, plus 4 nonspeaking rolesfor men.) LAST GASPS. First presented on New York's channel 13 (Educational Television) as part of FOUL!, a special program on pollution and conservation, this imaginative short play offers an affecting, but also chilling, observation on the awful fate that mankind will face unless he curbs the misuse of his environment. Moving quickly from one vignette to another, the play presents a cross section of individuals, all quite different and yet all facing the same inexorable horror that terrible moment when breathable air is exhausted and human life no longer possible. (6 men, 6 women.)"

S. Abbas Raza

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Excellent reference for AMS people

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Institute for Advanced Study Archives

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Divisions of mathematics

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Continue working on Divisions of mathematics

References

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Cite error: There are <ref group=lower-alpha> tags or {{efn}} templates on this page, but the references will not show without a {{reflist|group=lower-alpha}} template or {{notelist}} template (see the help page).

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