Más novedades de LibreOffice 24.2 (alfa 0) | El Pingüino Tolkiano
https://elpinguinotolkiano.wordpress.com/2023/08/26/mas-novedades-de-libreoffice-24-2-alfa-0/
#LibreOffice, #Math, #Tipografía
Notices tagged with math, page 2
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Ricardo (rgbes@mastodon.social)'s status on Saturday, 26-Aug-2023 21:27:40 UTC Ricardo -
Ricardo (rgbes@mastodon.social)'s status on Sunday, 02-Jul-2023 18:59:57 UTC Ricardo Explaining the absurd circle division pattern | Moser's circle problem - 3Blue1Brown
https://www.youtube.com/watch?v=YtkIWDE36qU
#Mathematics #Math #MathsIn conversation from mastodon.social permalink Attachments
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Ricardo (rgbes@mastodon.social)'s status on Monday, 26-Jun-2023 20:38:25 UTC Ricardo Discovery of the Aperiodic Monotile - Numberphile
https://www.youtube.com/watch?v=_ZS3Oqg1AX0
#numberphile #Math #Maths #MathematicsIn conversation from mastodon.social permalink Attachments
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Ricardo (rgbes@mastodon.social)'s status on Saturday, 18-Mar-2023 21:46:17 UTC Ricardo How Maxwell's Equations (and Quaternions) Led to Vector Analysis | Kathy Loves Physics & History
https://www.youtube.com/watch?v=M12CJIuX8D4
#Physics #Math #historyIn conversation from mastodon.social permalink Attachments
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Ricardo (rgbes@mastodon.social)'s status on Sunday, 04-Dec-2022 13:34:19 UTC Ricardo Fibonacci = Pythagoras: Help save a stunning discovery from oblivion! | Mathologer
https://www.youtube.com/watch?v=94mV7Fmbx88
#MathIn conversation from mastodon.social permalink Attachments
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Ricardo (rgbes@mastodon.social)'s status on Monday, 14-Mar-2022 20:17:27 UTC Ricardo (EN)
Mathematical diatribe: the cursed division | From Mind to Type
https://frommindtotype.wordpress.com/2022/03/14/mathematical-diatribe-the-cursed-division/In conversation from mastodon.social permalink Attachments
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LinuxWalt (@lnxw48a1) {3EB165E0-5BB1-45D2-9E7D-93B31821F864} (lnxw48a1@nu.federati.net)'s status on Monday, 19-Oct-2020 08:56:15 UTC LinuxWalt (@lnxw48a1) {3EB165E0-5BB1-45D2-9E7D-93B31821F864} A grad student solved a #math problem that stumped experts for fifty years https://nu.federati.net/url/276729 [www bostonglobe com] In conversation from nu.federati.net permalink Attachments
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kat (boneidol@indy.im)'s status on Friday, 18-Oct-2019 16:34:57 UTC kat Wikipedia is a bit rubbish on #math.. but this is funny..
I was reading the page on non commutative geometry and spotted this
"A smooth Riemannian manifold M is a topological space with a lot of extra structure"
No shit!
I wondering if I could extend this definition to
<Mathematical object> is a set with a lot of extra structure on it. ?
https://en.m.wikipedia.org/wiki/Noncommutative_geometryIn conversation from indy.im permalink -
kat (boneidol@indy.im)'s status on Friday, 27-Sep-2019 16:56:28 UTC kat How can you have a "tangent" to a "curve" when everything is over a discrete field?
I don't believe most of the explanations of elliptic curve cryptography
#mathIn conversation from indy.im permalink -
kat (boneidol@indy.im)'s status on Monday, 16-Sep-2019 19:41:51 UTC kat This is very good https://www.bbc.co.uk/programmes/b09nvrcn
#EugeniaCheng speaking about #MathIn conversation from indy.im permalink Attachments
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kat (boneidol@indy.im)'s status on Thursday, 25-Jul-2019 23:24:15 UTC kat this was the lecture. https://youtu.be/mbv3T15nWq0
I've been watching the series, they are wonderful.
International Winter School on Gravity and Light 2015
#math #physicsIn conversation from indy.im permalink Attachments
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kat (boneidol@indy.im)'s status on Thursday, 25-Jul-2019 21:20:56 UTC kat I just read
S.S. Al-Riyami and K.G. Paterson, Certificateless public key cryptography 2003
https://web.archive.org/web/20181222114112/http://eprint.iacr.org/2003/126.pdf
The math is not too complicated, but I find the notation a pain.
Also, all the fuss over the group operation being additive in G_1 and multiplicative in G_2 seems such a faff.
#math #cryptoIn conversation from indy.im permalink -
kat (boneidol@indy.im)'s status on Thursday, 25-Jul-2019 10:46:46 UTC kat The lecturer said that for a tensor of rank m over a finite dimensional vector space the number of components is
${m^{dim V}}$
So I looked at that for several hours! and could not understand it.
Well of course I thought about it now and it's obviously ${(dim V)}^m$
But I spent ages trying to convince myself that the incorrect thing was true.
Sometimes you just have to brave
#MathIn conversation from indy.im permalink -
kat (boneidol@indy.im)'s status on Thursday, 25-Jul-2019 10:46:29 UTC kat I was watching a lecture last night, about vector spaces and tensors. The lecture was great. I've never been very good at tensors, and struggled at that bit whilst at school.
Anyway this lecture made it all super clear, and it was a great introduction to them. HOWEVER the lecturer makes a mistake in a small detail, whilsts discussing the number of components in a tensor with respect to a basis across the vector space.
#mathIn conversation from indy.im permalink -
kat (boneidol@indy.im)'s status on Wednesday, 12-Jun-2019 21:01:03 UTC kat https://indy.im/attachment/133937 "If an infinite set of point in the plane determine only integer distances, then all the points lie on a straight line" Nice! #math In conversation from indy.im permalink Attachments
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kat (boneidol@indy.im)'s status on Tuesday, 11-Jun-2019 12:30:57 UTC kat Watching
Bartosz Milewski #math videos on my lunch break. He speaks r e a l l y slowly. So I watch on 1.5x and it seems normal
https://youtu.be/wrpxBXXgLCIIn conversation from indy.im permalink Attachments
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kat (boneidol@indy.im)'s status on Monday, 03-Jun-2019 12:07:52 UTC kat trying to cheer myself up by watching #math videos on youtube at 1.75x speed In conversation from indy.im permalink -
kat (boneidol@indy.im)'s status on Tuesday, 28-May-2019 11:25:16 UTC kat A gallery of "simple" pathological #math calculus examples https://www.math.tamu.edu/~tom.vogel/gallery/gallery.html In conversation from indy.im permalink Attachments
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kat (boneidol@indy.im)'s status on Friday, 15-Feb-2019 09:02:01 UTC kat I haven't done part 2 yet, perhaps I will try tonight. ( and there is a proof of correctness of part I that I think should be added)
But learning about the problem shows it is an example of a "Voronoi diagram" https://en.wikipedia.org/wiki/Voronoi_diagram.
So that is something new and nice! #Math
In conversation from indy.im permalink Attachments
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kat (boneidol@indy.im)'s status on Tuesday, 05-Feb-2019 18:47:30 UTC kat From the other place, but how cute, odds and evens of Pascal's triangle make a Sierpinski triangle #Math
https://twitter.com/johncarlosbaez/status/1092693454507986945 https://indy.im/attachment/102243In conversation from indy.im permalink Attachments