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Matrices are Graphs and Graphs are Matrices: Complete Graphs(final part) Visualization |Animation | Interactive GeoGebra #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA

23 条评论

Reynolds BEng 2.20 的头像
Reynolds BEng 2.201 年前

@geogebra @bancoche Dr Viktor Lewe uses this 'graphs are matrices' in both his 1906 physics and 1915 engineering dissertations. Its a shame that his work has been kept Nuclear secret, because he proves that Science has naked liars at its rotten heart. The Future is already here

Devi Mac 的头像
Devi Mac1 年前

@geogebra @bancoche It feels like looking into other dimensions

DigitalEuan 的头像
DigitalEuan1 年前

@geogebra @bancoche I was inspired by this very Graphs to Matrices method for my just published Geometric Chemical Study. This is a powerful tool - encode chemical compounds into this graph/matrices arrangement and boom 💥 you get all sorts of novel calculations start to be possible. Thanks!

Dan 的头像
Dan1 年前

@geogebra @bancoche Is this true for all matrices? Can a matrix have weird numbers that won't produce a graph, like it just makes a mess, no real shape?

pat flaherty 的头像
pat flaherty1 年前

@geogebra @bancoche The standard is to know matrices, geometrically, as linear transformations. Suppose it's not far from there to graphs and the graphs are possibly just representations of the linear transformations.

randomplayables 的头像
randomplayables1 年前

@geogebra @bancoche This is really great! I'm sold on geogebra but I still haven't touched it yet. TGIF. Maybe this weekend!

1223334444555554444333221 的头像
12233344445555544443332211 年前

@geogebra @bancoche you might enjoy: (graph colouring using matrices in two different ways: contraction under an edge-loss+rank metric and by selecting for an even perfect matching via Pfaffian and rotating laminar families of even alternating walks.)

Blueprint Research 🫆 的头像
Blueprint Research 🫆1 年前

@geogebra @bancoche 👀💙

Preet 的头像
Preet1 年前

@geogebra @bancoche Cool amazing

yeab.superint 的头像
yeab.superint1 年前

@geogebra @bancoche and then bump up the values from 1 you start getting weighted graphs

Chic Beauté 的头像
Chic Beauté1 年前

@geogebra @bancoche Superbe dans visuel❤️

Ibraheem maree 的头像
Ibraheem maree1 年前

@geogebra @bancoche

A. I. (Macro Photography)🔬 的头像
A. I. (Macro Photography)🔬1 年前

@geogebra @bancoche So new way tu run crazy polygons using very little files and data for the GPUs? 😛

Sir Mr Meow Meow 的头像
Sir Mr Meow Meow8 个月前

@geogebra @bancoche cool stuff

Francisco Nunes 的头像
Francisco Nunes1 年前

@geogebra @bancoche Graph Theory, extremely beautiful

ni-zav 的头像
ni-zav1 年前

@geogebra @bancoche I know it's 2d... but can you also make 3d pleasee

Raúl R Romero 的头像
Raúl R Romero1 年前

@geogebra @bancoche Nice breakdown!

Fermi-4 的头像
Fermi-41 年前

@geogebra @bancoche

STEMTrainingGrounds.com 的头像
STEMTrainingGrounds.com7 个月前

@geogebra @bancoche Nice, wondering what tools you used for this visualization? Would be nice to know.

Shahbaz Ahmad Khan 的头像
Shahbaz Ahmad Khan1 年前

@geogebra @bancoche Best visualization

𝙶 𐍆𝖚𝝶Ԟሃ ⊤ḥе ᗩ𝝶𝙞ጦ၉𝝞 的头像
𝙶 𐍆𝖚𝝶Ԟሃ ⊤ḥе ᗩ𝝶𝙞ጦ၉𝝞7 个月前

@geogebra @bancoche Tridiagonal adjacency operator?

Mr. X sans nom 的头像
Mr. X sans nom10 个月前

@geogebra @bancoche great!! is that geogebra ?

Praveen Verma 的头像
Praveen Verma1 年前

@geogebra @bancoche This is mesmerising

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