Would love to see an incremental version that moves through each of these and their intermediate states to produce a single circle that evolves into and through each of these states, if possible.
Here is a longer version that shows each one generated separately: ua-cam.com/video/XLppaLh5sWU/v-deo.htmlsi=F7KdrLjVXz_nGFdH. To see the thing you mention where it evolves through states, check out this video from @Mathologer: ua-cam.com/video/qhbuKbxJsk8/v-deo.htmlsi=uFah1yA2y-7pL63T (at the end)
Always always love the visuals❤🙏 I need to mute sometimes though Ear sensitivity. Not to be delicate flower but you might consider either ramp up of volume so that people have a sort of warning. Or an actual warning. 🖖 Regardless though.... please continue w the animations. They are awesome and the deep thing of infinite inverse series always summing to the previous integer fraction is still eating my mind. 1/2s sum 1 1/3s sum 1/2 Etc.
@@KaliFissure thanks. But still good to be careful when messing around like this one :) this version has maybe softer music, but you have to like synthwave : Modular Arithmetic Multiplication (synthwave) ua-cam.com/video/XLppaLh5sWU/v-deo.html . Oh or this one with bilateral music: Bilateral Stimulation Music with Multiplication modulo n to calm anxiety ua-cam.com/video/LwFQiCx0wUY/v-deo.html
@MathVisualProofs I compose myself. Since studying in the late 70s. I trained on a Putney AKS Synti A but the instructor took the keyboard away so that we couldn't fall back into previous knowledge/structures too easily
@@MathVisualProofs And there is a way to avoid redundancy? Like starting with m=9 and i=9 I get 9, 81, 29, 61, 49, 41, 69, 21, 89, 1 and then another 9. Here we don't need to graph any of the number already present in the sequence because we know what will they be. So how can we exclude those from the cycle that calculate m*i mod(100)?
@@samueleprandini1024 we can calculate the smallest power of i which gives 1 as remainder when divided by m. This helps us to reduce the number of steps we have to do again.
So what is the link to semantics created by sound waves resonating in a solid? Cause obviously there is one and this looks like the standard model classical particle physics answer yet I’m betting there is all so a quantum wave answer as well. Huh. Seriously what it the conection past a balance creates resonance but just like oscillating a thin metal wire in a circle up and down u see nodes and resonances form depending on the shape thickness so on of the wire and if moved from the bottom then they only show odd node resonances yet if you remove the connection at the bottom then u can find even number node resonances. Any ways just seems we are missing something really big and I think it lives some where between Pi and the Mandelbrot fractal as well as the Fibonacci sequence and how prime numbers will form into lines then express into the golden ratio when plotted onto a graph.
@@MathVisualProofs I know it's a math channel and I understood they're into math, what I meant is how they got interested in math, where did they pursue their math education and what's their accomplishments in math, are they teaching or in research??
@@MathVisualProofswould it be okay for me to use some of your visuals for non profit educational videos? (I would credit you in the description area of each platform)
Bro really dropped the hardest geometry edit out here and thought we wouldn't notice
35 is my favourite, 48 is pretty cool too.
we making it out the Euclidian plane with this one
Would love to see an incremental version that moves through each of these and their intermediate states to produce a single circle that evolves into and through each of these states, if possible.
Here is a longer version that shows each one generated separately: ua-cam.com/video/XLppaLh5sWU/v-deo.htmlsi=F7KdrLjVXz_nGFdH. To see the thing you mention where it evolves through states, check out this video from @Mathologer: ua-cam.com/video/qhbuKbxJsk8/v-deo.htmlsi=uFah1yA2y-7pL63T (at the end)
@@MathVisualProofs Oh sweet, I really appreciate you taking the time to link those!
Oh i see brilliant logo 😂
I swear I've seen the top left one in a cup...
you have, light reflects across the walls of the cup to produce it
math phonk 🔥
Bro made the symbol of new religions!💀
First one looks like light hitting my coffee
Cool.
Remind me of your old video where I send u my desmos recriation.❤
Yes. It’s still linked in description of this version too!
@@MathVisualProofs thanks ❤️
These are so metal
Very cool.
一番右の上から６番目が好き
I didn't understand this ..
But it was cool !
same here
Mew to
ua-cam.com/video/XLppaLh5sWU/v-deo.html
The Lord made math _beautiful_
I see the part of Mandelbrot set😮
a cardioid
Always always love the visuals❤🙏
I need to mute sometimes though
Ear sensitivity. Not to be delicate flower but you might consider either ramp up of volume so that people have a sort of warning. Or an actual warning. 🖖
Regardless though.... please continue w the animations. They are awesome and the deep thing of infinite inverse series always summing to the previous integer fraction is still eating my mind.
1/2s sum 1
1/3s sum 1/2
Etc.
Sorry about that. I don’t know if shorts allow a sound ramp up, but I’ll try to figure out a suitable warning
@MathVisualProofs 🙏 I can just be cautious w volume. The important thing is that you continue. Really. These are a great resource.
@@KaliFissure thanks. But still good to be careful when messing around like this one :) this version has maybe softer music, but you have to like synthwave : Modular Arithmetic Multiplication (synthwave)
ua-cam.com/video/XLppaLh5sWU/v-deo.html . Oh or this one with bilateral music: Bilateral Stimulation Music with Multiplication modulo n to calm anxiety
ua-cam.com/video/LwFQiCx0wUY/v-deo.html
@MathVisualProofs I compose myself. Since studying in the late 70s. I trained on a Putney AKS Synti A but the instructor took the keyboard away so that we couldn't fall back into previous knowledge/structures too easily
Circles are really amazing😅😅😊😊😊😊😊
Thats how starwars made the logos...
Life is a Mathematical Dream
Cardioid and it's symmetries 😮💨
Very very cool! Could you explain how does this work?
Description has it. Labels dots by numbers from 0 to 99. Connect dot i to m*I mod 100 for each i in a circle. Each circle shows various m values
@@MathVisualProofs And there is a way to avoid redundancy? Like starting with m=9 and i=9 I get 9, 81, 29, 61, 49, 41, 69, 21, 89, 1 and then another 9.
Here we don't need to graph any of the number already present in the sequence because we know what will they be. So how can we exclude those from the cycle that calculate m*i mod(100)?
@@samueleprandini1024 we can calculate the smallest power of i which gives 1 as remainder when divided by m. This helps us to reduce the number of steps we have to do again.
Nice :)
😀
Different cardiods of Mandelbrot?
Is this the U(100) group ?
For the most part!
So what is the link to semantics created by sound waves resonating in a solid? Cause obviously there is one and this looks like the standard model classical particle physics answer yet I’m betting there is all so a quantum wave answer as well. Huh. Seriously what it the conection past a balance creates resonance but just like oscillating a thin metal wire in a circle up and down u see nodes and resonances form depending on the shape thickness so on of the wire and if moved from the bottom then they only show odd node resonances yet if you remove the connection at the bottom then u can find even number node resonances. Any ways just seems we are missing something really big and I think it lives some where between Pi and the Mandelbrot fractal as well as the Fibonacci sequence and how prime numbers will form into lines then express into the golden ratio when plotted onto a graph.
What software do you use to produce these shorts?
Using manim for these (amazing python add on created by 3blue1brown)
What tools do you use to make these visualisations
I do all of these using manim
Can you explain whats going on?
How does this relate to mod 100?
Explanation please...! Pls tell what's each circle represent
It’s in the description.
@@MathVisualProofs are you into math! How do you visualise all these, I don't think most reputed math professors can visualise math this way!
@anuragrebelli4267 It's a math youtube channel, I would imagine that yes they are into math
@@MathVisualProofs I know it's a math channel and I understood they're into math, what I meant is how they got interested in math, where did they pursue their math education and what's their accomplishments in math, are they teaching or in research??
They look like electron cloud orbitals.
Please don’t ruin your content with this background noise…
Gotta mix it up :)
@@MathVisualProofswould it be okay for me to use some of your visuals for non profit educational videos? (I would credit you in the description area of each platform)
What is this?
time table
a circle with n points
for each i point u draw a line to i*a mod n
difference a difference pattern
Makes me want the dance!
how do you make 49?
72 is my favorite the worst favorite is 16
for me 33 and 20 is best
Only thing that i understood was background music
Wait what's going on here
Lol
Could anyone like to explain this to me pwease 😅
Someone please explain it.... 😅😅😅
Cool animation cringe music
Gotta mix it up :)
Can anyone explain this to me? I don't understand it🫤