Just wow, such a brilliant display of a truly intellectual human, proving their intuition with math! The passion and humility! Thousands of years of thoughts collected and dissected to find the beautiful "chaotic" symmetry around us, bravo Sir!
Don't most guys🤭 He's so serious trying to show this "phenomenon"? Just look at Snowflakes, not one alike I've been told. " If you only knew the magnificence of the 3,6,9, then you would have the Key to the Universe. " Nikola Tesla 🕊️
Yer my dad was a leading virologist and he got into science because he like blowing stuff up. He made a hydrogen bomb and blew up the shed and caught his room on fire a few times... I think it's quite common among scientists lol
@@jakeford9073 Reminds of my brother, Mike making lye bombs that required aluminum foil. And our Great Auntie's 1962 Comet with the paint burnt off the hood.. Big patches right down to the bare metal.. P. S. Our Great Grandmother made soap hence the lye availability 🤣
Combustion is fascinating. I enjoyed restarting the campfire in the morning from the coals just with air and kindling. Later I learned it was oxidation and latent heat.
I'm almost 15 minutes in and I'm totally engrossed into the lecture. This is tremendously fascinating and informative. This fully explains the observations I've made under the microscope of my synthetic corundum (ruby and sapphire) as well as the formations observed in natural corundum. I'll probably watch this several more times to take it all in. We're lucky as a society to have resources like this available for free.
Somehow, when something famous is named after a person, I always assume that this person is dead. It always amazes me when I find out that not only is the person still alive, I actually get to hear a talk by them!
What fascinates you about him? Ive heard a few lectures and hes apart of humanities problem. Pushing bs black hole theory, dark matter, and other occult symbolism as many of these "famous" do. Science is intentionally attacking empathy and we see it having effect in the world. There is no denying this. The impact that these people have on the next gen is real and kids dont know better. Apparently some adults are still indoctrinated into our upside system and cant see the problems. Its complicated but this man is no hero and no genius. Living a life dictated by memorization and numbers does things to people too.
To be is to encompass a space. To encompass a space, you have to equally displace. The two realities are fundamentally intertwined. Thank you Mr Newton.
I initially wanted to stop the video at around 8 mins in but - contrary to some comments complaining about how boring the talk was - i just got so engrossed that I finished the whole thing. The slides may have limited the talk in some ways (IMO mainly just time-wise) but without the slides we wouldn't have the awesomeness that was 26:00 to 28:00. A powerpoint simply wouldn't have the same oomph factor. In any case, it's always inspiring to see someone so passionate about their work.
Roger is perhaps one of the unsung heroes of the 20th Century. His work is brilliant and his book "The emperor's new brain" is a triumph. I corresponded with him a few years ago, and he is a very down-to-earth guy. Good stuff.
I always had trouble understanding math teachers with the exception of a few. Mr. Penrose would definitely fall in the latter category. Wonderful almost magical quality of his connection to mathematics. Universal or infinite patterns of symmetries or near perfect are indeed fascinating and probably very relevant to future discoveries of great import.
What you are seeing here is TRUE GENIUS -- someone to whom problems that stop others in their tracks are merely somewhat tedious, not barriers to solutions. "The improbable we do at once, the impossible takes a little longer" in a person...
I've watched this twice now. It's inspired me to take on a wee project to do some programming to generate some of these tiling patterns. Fascinating lecture!
I really want to use this pattern in some construction project. One of the cool things about it is that you do not *have* to do a layout first, or think too deeply about how you are meeting the edges of your field. You can't exactly buy penrose tiles from the flooring section at Home Depot.. so it would mean cutting and wasting a lot of tile.. and then you have to figure a way to score the alignment patterns on them in an attractive way. Almost easier to buy a kiln and make the tile from scratch yourself. But then I had another thought! To put this in concrete.. all you need is two stamps! Much faster way to create a penrose floor.
Just love the Royal Institute! Penrose, Dawkins, going to sleep with geniuses! From Faraday and keeping the standard high. Makes you proud. For everyone, even dummies like me can enjoy it. Love it, keep it up!
It's really impressive if you move the the top pattern and come up with stripes. And i kinda got the impression, that there is more to it than that. If you rotate the top shape, it almost looks like it is zooming in on the pattern.
Some years ago, I wanted to have a small bathroom floor tiled with Penrose rombic style tiles, but every contractor ran away screaming. It's interesting to see that people have actually done that now.
That's the essence of art. Showing the mathematical harmony of world, thats the utility of art. Random shapes without meaning or natural pattern is not art. The thing that pleases eye in art is the harmony, the proportions, even in the human forms, facial shapes. Art is reproduction of natural order, laws, patterns. Other part of it is visualization of ideas but still meeting the overall laws. And this is the essence of civilization - building on natural foundation - not destroying things, doing opaque, rebelling against the essence of world or to prove loss of own basic roots or human reflexes (and most of modern "art" is exactly that, meaningless ugliness, betrayal of world creation laws to prove own childish ungreatfullness to the world which brought us to be, to build on ruins of the old/real world, neverending progress for sake of progress, everlooking for a different, new, extreme in selfhate, sadomasohism, insane objective of disproving basic intuition that art for art is not art; formlesness, antiform is the modern cult of soulless aberrant nihilism). The best crossovers between math and nature brought us the best human inventions. The looking for unreal, utopias, desacralisation of nature brought us communism, cultural destruction & unnatural magic-pill-based, not treating causes of diseases caricature of medicine. Good day to you :-) Take your daily dose of sun or fishoil/vitamin D please. Take care.
+MrAaronvee "The Royal Institution" is short for "The Royal Institution of Great Britain". It's a proper name. The RI has different aims from the Royal Society. Plenty of FRSs also belong to the RI. Eric Lathwaite was never director of the RI, he just gave a few children's lectures there.
+MrAaronvee childrens lectures!! my oh my! the pseudo effort just as such effort. interesting wáy to worthy it attention. not wronging none nor is it credible ya ...consern..? ... aaaw!
The thing I love about Penrose is that he loves mathematics and he has no clue that most of the people that he is explaining it to have no idea what he's talking about. It reminds me of myself explaining anything to anyone.
20:54 Tiling the plane without repetiton: «I knew you can do it with five tiles, then I started fiddling around for a bit and realized you can do it with two» Some people are paid to fiddle around and make creative progress.
No rulers used in the construction of images? Knowledge and intuition always present in his modus operandi. Nice stuff to show to young people involved with science. Not everything has to be computable...Why pen and paper still have their power? Hands on experience adds something...
I studied crystal symmetries and point groups as they relate to electron diffraction spectroscopy and still found this lecture incredibly difficult to follow. I think the problem is that he moves along so quickly without explanation of so many of the things he says are "obvious." They are not "obvious" to the average people watching this video who have never had an advanced Chemistry (or maybe Physics) class. PhD does not necessarily mean good teacher.
The case about "obvious" seems to be a maths thing. I remember a math professor who used the word "trivial" a lot, when most of the students didn't find the topic/proof at hand trivial at all. I learned: there are us mere mortals and there are some mathematical minds, capable of highly abstract thinking.
Please look carefully at the surface patterns of the Maclura Pomifera, called osage orange, spherical seed pod. Hypothesize that the five-fold Penrose pattern may form the basis of its seemingly confusing design. Requires careful analysis. What do you think?
This really makes me wonder about the difference between dimension and perspective. Is a cube really a cube? How many more sides might be out of sight, or merely an illusion caused by relative movement? At certain points during the rotation, it looks a lot like the prime number spiral. Neat stuff!
And let me tell you that no one (99.8%) have finished watching the vid tel the end It need a lot of passion to understand the rotation & translation of structure Great Job Sir ❤️
If I could spend five years of my life on this kind of math, I would love it. For all those questioning where this math takes you...it can form the basis for some pretty sweet future tech.
all my life I've searched for an asymmetric yet infinite grid. it's a basic unity that allows individuality by being infinite. a universe that is designed for both free will and determined fate-- a paradox. I understand why this kind of symmetry is forbidden. it undermines the orderly conformity that people find so comforting these days.
For those who do not see a practical use, i say there is one major and that is infills of a stucture that may be 3d printed. All his first patterns are the typical infills nowdays and each has pros and cons. A good algorithm would make strong partsmat fast speed. So whats it gonna do for you? If we can get fdm printers as fast as resin, without the flaws resin printers have then the world would change a lot in terms of how we buy things. Ten years ago only enthusiasts printed, now consumer models exists and it has still a bit to go before we find real practical use as it takes time, but eventually we can print shoes when we want new etc. You can already do that but at a time or high cost. A proper infill algorithm would help the future.
Crystal condensing symmetry breaking during lava condensation produces differential crystal veins as a function of temperature as applied in metal retrieved at different temperatures.
I wish he was more Escher in thinking & less an inelegant Chompsky simulacrum. Fractals exist as representations of sound as a commutable entity. More Parallax & Tycho Brahe. Then du Sautoy & black hole firewalls. Have a lovely day, Dr Cliff x
Roger really wanted to show that the wobbling crystal symmetry is broken to have differential boundary of crystals for example as opal black crystal or rubies as differential veins of crystal condensing boundaries of lava as a function of temperature condensing differential.
5.and 12 are the combination for the dodecahedron which is the only polyhedron which allows vertex to same vertex uninterrupted surface path. Geodesic.
"No matter how big the region is, you can always find it in the other one." This threw me in relation to "there's more than one pattern possible" until I realized that identifying a region necessarily means reduction to a FINITE section (no matter how large) outside of which you could always create variation. Only if infinite patterns perfectly overlapped could you say that there is only one pattern. But you could have the same pattern for light years and light years of space, and then--bam!--variation.
I noticed that at time frame 27:59 when intersecting lines began to form that a fractal "cardioid" pattern may have been forming which implies that the "Phi" value may be at the "heart" of the crystalline structure.
PLEASE make a post on the relation between DIV GRAD at finite density charge sources and the relation of this to gravitational curvature for finite density mass distributions. For zero charge density DIV GRAD X=0, while for mass the mass on a rubber sheet model suggests negative (Gaussian) curvature in the surrounding vacuum, suggesting DIV g
Reminds me of the multiple universe theory, which I think of in this way where one really fits inside of another, perhaps more complex one, ad infinitum.
There is a plane of existence made of the five Platonic solids, the tetrahedron, the cube, the octahedron, the dodecagon, and the icosahedron. Every color that you have never considered is reflected by and through these solids in this dimension. They are all one. I believe there is base set of colors and as a being that lives there moves, the solids roll like water without the being losing his or her appearance and then extra colors appear. It is radiantly brilliant but far from blinding. In fact, I don’t believe there is anything more beautiful. They and everything in their environment coexist inside one another as the solids, and the solids are them. When you speak of archeology, well you are speaking of an actual construct of a world that is all around you. You move through it at every instance. If you were to go into this plane strictly and see a loved one, then you would recognize that person. You would not hardly see someone you never knew. Don’t ask me why. I would caution you. Do not attempt to enter on your own. While there is a way to go to that place, you are not allowed; outside of a particular set of circumstances. Take that seriously. I don’t believe they would become violent but there is a being there that is solely responsible for security that you do not want to meet. And remember; no one lives on a blackboard or a PowerPoint display.
Meta Magical Themas, by Douglas R Hoffstadtler, an abstract description of why it is forbidden is a bose einstien condensate process moment. In ,geometry in contrast to relativity, a radius in a process that generates two virtual radius, is the maximum value. three radius rebounds in growth back towards one radius. It never reaches four radius which stops the pattern needed to be crystalline. the equivalence of too much information needed to define system.
What do I do with something like this? How do I apply it to my life? How do I make a job out of it? I assume this is a college lecture...? I absolutely love stuff like this. I remember being young and figuring out all of these patterns inside of numbers and shapes And had the hardest time describing it to people. Over the past few years I’ve gotten deep into numerology, gematria, Mandelbrot sets... the works. And I just have no idea what to do with it.
I read about this 35+ years ago, but he lost me at 5 - 6 minutes. "This one", "that one." Which one is he talking about? Pointing at them might have helped.
Codenwarra Cove You have to experience the overlays around the 26min mark.
5 років тому+1
36:56 coincidentally entrance to the penrose (no relation)??? building in cambridge. Maybe it's all related via a hidden geometry of language, history and time.
Is there any way you can put where is Roger actually pointing at while he is showing his slides? I just seem to see a picture and I get confused where on the picture should I look when he is talking about it.
is this math the same causal reason we have 12 notes in a musical octave even though the intervals between them are not exactly precise? The patterns that emerge when plotting frequency ratios seems to be the same type of patterns here
@@kakarotlifted7302 The reason for 12 notes in an octave is that the circle of fifth has 12 points. 1.5^12 ~ 130, which is very close (1/3 halftone) to 128 - 7 octaves. Intervals in well tempered 12 halftone chromatic scale are reasonably close to natural intervals.
I often see forming, fractal-iterating starburst explosions of golden-white light that 1st ended in a flourish of Orbs. The original void end in a tiny mustard seed center point. It 1st started in 2000 after Shaktipat initiation, 8 ray starburst, then grew to 10, 12, 14, then in 2016, 16 ray with the outer ring of pearl-orbs. It has since double ringed, iterated, expanded into a vast field of Orbs, just like you ball of flowers. Question: What is this, and what does it mean. I have commissioned a computer graphic artist 4-panel illustration of the basic progression if any mystic scientist type from this royal society cares to inquire. Cheers.
Concidering atomic structure exhibits co similarities We can also see this exhibited within language As all structure is a form of language projection and overlap
Johannes Kepler thought the entire universe and the Solar System could be described with an arangement of geometric figures duch as cubes spheres and pyramids. He had a wooden model of such figures to describe the Solar System but it could not model the movement of planets. It was the effort of Tycho Brahe who for thirty years had taken measurements of the position of the planets that made Kepler dispose of his model and come up with three simple equations to describe de Solar System.
Hi everyone! I would like to complain about an issue that bothers me now for a while. It has nothing to do with the video that you're watching, but still might be off your interest. I am a fan off you tube and watch quiet a lot of videos and the ones I don't watch straight away, I save in my "watch later" list. In this list used to be a button called " remove watched videos", which since a while has vanished! It used to be very useful and I strongly recommend to you tube to bring it back!! If you should feel the same as me, please copy and paste this in as many comments as possible and who knows, we might get what we want after all! Thanks for your time and participation!!😊
When growing crystals in sounds the shape is very difficult to get x the most common form of surface that with no vibrational effect has become the same as the magnetic styles...
So incredible to see Professor Penrose win the Nobel Prize.
One of the greatest minds.
It's really nice to listen to him. I love his universe.
The dude is pushing 90 and still razor sharp!
you understand what "incredible" means?
apparently not
@@vhawk1951kl unbelievable as in no murmurs seemed to be hinting at his selection.
Just wow, such a brilliant display of a truly intellectual human, proving their intuition with math! The passion and humility! Thousands of years of thoughts collected and dissected to find the beautiful "chaotic" symmetry around us, bravo Sir!
Roger Penrose: The man that got into science because he liked to light things on fire when he was a kid. Love this guy.
And his father and two brothers are scientist and another is a chess grand master.
Don't most guys🤭 He's so serious trying to show this "phenomenon"? Just look at Snowflakes, not one alike I've been told.
" If you only knew the magnificence of the 3,6,9, then you would have the Key to the Universe. " Nikola Tesla 🕊️
Yer my dad was a leading virologist and he got into science because he like blowing stuff up.
He made a hydrogen bomb and blew up the shed and caught his room on fire a few times...
I think it's quite common among scientists lol
@@jakeford9073
Reminds of my brother, Mike making lye bombs that required aluminum foil. And our Great Auntie's 1962 Comet with the paint burnt off the hood.. Big patches right down to the bare metal.. P. S. Our Great Grandmother made soap hence the lye availability 🤣
Combustion is fascinating. I enjoyed restarting the campfire in the morning from the coals just with air and kindling. Later I learned it was oxidation and latent heat.
I'm almost 15 minutes in and I'm totally engrossed into the lecture. This is tremendously fascinating and informative. This fully explains the observations I've made under the microscope of my synthetic corundum (ruby and sapphire) as well as the formations observed in natural corundum. I'll probably watch this several more times to take it all in. We're lucky as a society to have resources like this available for free.
I can listen to Sir Roger Penrose talk for hours, and that's why I do.
Love his hand drawn and written overhead slides, no one does it anymore
Somehow, when something famous is named after a person, I always assume that this person is dead. It always amazes me when I find out that not only is the person still alive, I actually get to hear a talk by them!
Still going!!
Like a Duracell bunny.
What fascinates you about him? Ive heard a few lectures and hes apart of humanities problem. Pushing bs black hole theory, dark matter, and other occult symbolism as many of these "famous" do. Science is intentionally attacking empathy and we see it having effect in the world. There is no denying this. The impact that these people have on the next gen is real and kids dont know better. Apparently some adults are still indoctrinated into our upside system and cant see the problems. Its complicated but this man is no hero and no genius. Living a life dictated by memorization and numbers does things to people too.
@@prototype8137 Are you quite alright? You sound like you might have hit your head on something. You should get that looked at by a professional.
@@prototype8137 tool, that isn't how to refute his entire body of work.
)
Imagine seeing these patterns implemented in modern architecture. Absolutely mind blowing Mr. Penrose, bravo! 👏🏼
To be is to encompass a space. To encompass a space, you have to equally displace. The two realities are fundamentally intertwined. Thank you Mr Newton.
I initially wanted to stop the video at around 8 mins in but - contrary to some comments complaining about how boring the talk was - i just got so engrossed that I finished the whole thing. The slides may have limited the talk in some ways (IMO mainly just time-wise) but without the slides we wouldn't have the awesomeness that was 26:00 to 28:00. A powerpoint simply wouldn't have the same oomph factor.
In any case, it's always inspiring to see someone so passionate about their work.
Greg Queen of Everything schizophrenia is believed to be a defect in the brain in regards to timing. unlike your comment which is just ugly.
Roger is perhaps one of the unsung heroes of the 20th Century. His work is brilliant and his book "The emperor's new brain" is a triumph. I corresponded with him a few years ago, and he is a very down-to-earth guy. Good stuff.
On videos like this, even the ads are more classy. I got an ad from a lab equipment company.
Did you buy?
@@mokopa No. We're just a software company and have no need for that kind of equipment.
why you not using ad blocker?
@@gordonrussell9110 For ethical reasons.
I got an ad for the Reno 9-1-1 reboot. So much for that theory.
I always had trouble understanding math teachers with the exception of a few. Mr. Penrose would definitely fall in the latter category. Wonderful almost magical quality of his connection to mathematics. Universal or infinite patterns of symmetries or near perfect are indeed fascinating and probably very relevant to future discoveries of great import.
You have to be able in your minds eye to paint a Rembrandt before you put your sights on modern art. He is genius in that he relates it to math.
What you are seeing here is TRUE GENIUS -- someone to whom problems that stop others in their tracks are merely somewhat tedious, not barriers to solutions. "The improbable we do at once, the impossible takes a little longer" in a person...
I've watched this twice now. It's inspired me to take on a wee project to do some programming to generate some of these tiling patterns. Fascinating lecture!
Brilliant to hear! Did you ever end up with any code? Is any of it available on github or anywhere else? :)
Whatever you do, don't take the stairs to his office.
I laughed really hard. Thank you.
Sir Roger never fails to amaze me. Thank you.
I really want to use this pattern in some construction project. One of the cool things about it is that you do not *have* to do a layout first, or think too deeply about how you are meeting the edges of your field. You can't exactly buy penrose tiles from the flooring section at Home Depot.. so it would mean cutting and wasting a lot of tile.. and then you have to figure a way to score the alignment patterns on them in an attractive way. Almost easier to buy a kiln and make the tile from scratch yourself. But then I had another thought! To put this in concrete.. all you need is two stamps! Much faster way to create a penrose floor.
Just love the Royal Institute! Penrose, Dawkins, going to sleep with geniuses!
From Faraday and keeping the standard high. Makes you proud. For everyone, even dummies like me can enjoy it. Love it, keep it up!
Haha, yeah, same for me!
i found myself short of breath a number of times. This is absolutely something of great importance.
It's really impressive if you move the the top pattern and come up with stripes.
And i kinda got the impression, that there is more to it than that. If you rotate the top shape, it almost looks like it is zooming in on the pattern.
that is the exact feeling i got. and when you are zoomed in at maximum the strips appear.
he did say you can make it as big as you want it, i guess you missed that
Some years ago, I wanted to have a small bathroom floor tiled with Penrose rombic style tiles, but every contractor ran away screaming.
It's interesting to see that people have actually done that now.
John Długosz kept you from running scared at the price
What prevents you from doing your own tiles?
@@brianmackey7682 Usually the pitch of the bedding.
I am a flooring contractor as a side job--you would have made my day asking me to do that.
Easy job, unless you have to hand cut the tiles. If you can buy them as a working kit no problem, it lays itself out.
Interesting intersection of disciplines. Mathematics as art and vice-versa.
That's the essence of art. Showing the mathematical harmony of world, thats the utility of art.
Random shapes without meaning or natural pattern is not art. The thing that pleases eye in art is the harmony, the proportions, even in the human forms, facial shapes.
Art is reproduction of natural order, laws, patterns. Other part of it is visualization of ideas but still meeting the overall laws. And this is the essence of civilization - building on natural foundation - not destroying things, doing opaque, rebelling against the essence of world or to prove loss of own basic roots or human reflexes (and most of modern "art" is exactly that, meaningless ugliness, betrayal of world creation laws to prove own childish ungreatfullness to the world which brought us to be, to build on ruins of the old/real world, neverending progress for sake of progress, everlooking for a different, new, extreme in selfhate, sadomasohism, insane objective of disproving basic intuition that art for art is not art; formlesness, antiform is the modern cult of soulless aberrant nihilism).
The best crossovers between math and nature brought us the best human inventions. The looking for unreal, utopias, desacralisation of nature brought us communism, cultural destruction & unnatural magic-pill-based, not treating causes of diseases caricature of medicine.
Good day to you :-) Take your daily dose of sun or fishoil/vitamin D please. Take care.
"this point" "that point" doesn't really work without a pointer for the camera =[
If you want to share the incredible moiré pattern demonstration, we've posted it here: Incredible Moiré Patterns!
+MrAaronvee "The Royal Institution" is short for "The Royal Institution of Great Britain". It's a proper name. The RI has different aims from the Royal Society. Plenty of FRSs also belong to the RI. Eric Lathwaite was never director of the RI, he just gave a few children's lectures there.
+MrAaronvee childrens lectures!! my oh my! the pseudo effort just as such effort. interesting wáy to worthy it attention. not wronging none nor is it credible ya ...consern..? ... aaaw!
The thing I love about Penrose is that he loves mathematics and he has no clue that most of the people that he is explaining it to have no idea what he's talking about. It reminds me of myself explaining anything to anyone.
I particularly like the Rhomboid pattern with it's suggestions of 3D that jump out as one focuses on different loci.
He deserves the Nobel prize simply for tileing the plain asymmetrically.
Wait what....
What I like the most about this is that its consequences has lead to thoughts on consciousness and then on to physics and so 'everything'
20:54 Tiling the plane without repetiton: «I knew you can do it with five tiles, then I started fiddling around for a bit and realized you can do it with two»
Some people are paid to fiddle around and make creative progress.
Hahaha
yes specially when they have a knighthood
not us mere mortals
ah yes, those people are called fiddlers or maybe more often violinists
The Moiré effect is particularly interesting.
Love geometry, and especially love Sir Roger, precious man.
No rulers used in the construction of images? Knowledge and intuition always present in his modus operandi. Nice stuff to show to young people involved with science. Not everything has to be computable...Why pen and paper still have their power? Hands on experience adds something...
What a wonderful and enlightening presentation. One feels that there are more applications as yet unknown, for this.
Hopes. Centuries old problem obviously
I studied crystal symmetries and point groups as they relate to electron diffraction spectroscopy and still found this lecture incredibly difficult to follow. I think the problem is that he moves along so quickly without explanation of so many of the things he says are "obvious." They are not "obvious" to the average people watching this video who have never had an advanced Chemistry (or maybe Physics) class. PhD does not necessarily mean good teacher.
The case about "obvious" seems to be a maths thing. I remember a math professor who used the word "trivial" a lot, when most of the students didn't find the topic/proof at hand trivial at all.
I learned: there are us mere mortals and there are some mathematical minds, capable of highly abstract thinking.
I had none of the subjects. I understand
I love his quaint hand drawn diagrams !
This is so simple yet fascinating!
The ancient Greek biographer Plutarch quoted Plato as writing, “God geometrizes continually.”
I'm so grateful for this. Thank you so much. 😊👏
Please look carefully at the surface patterns of the Maclura Pomifera, called osage orange, spherical seed pod. Hypothesize that the five-fold Penrose pattern may form the basis of its seemingly confusing design. Requires careful analysis. What do you think?
Reminds me of fractals or the Turing pattern
"Something doesn't look quite right. That tile on the end doesn't work with the one on the other end." I'm not convinced that Penrose is human.
This really makes me wonder about the difference between dimension and perspective. Is a cube really a cube? How many more sides might be out of sight, or merely an illusion caused by relative movement?
At certain points during the rotation, it looks a lot like the prime number spiral.
Neat stuff!
A cube could be a hexagon or
And let me tell you that no one (99.8%) have finished watching the vid tel the end
It need a lot of passion to understand the rotation & translation of structure
Great Job Sir ❤️
6:00 Roger: "Straightforward..."
Me: < rewinds to 4:00 >
Steve Smith I get it....! Duh! Back to the beginning 8
If I could spend five years of my life on this kind of math, I would love it. For all those questioning where this math takes you...it can form the basis for some pretty sweet future tech.
five years later! how do you view this subject now? I'm intrigued and glad that i stumbled upon this at the right time in space!
26:30 blew my mind.
Truly a WTF moment
all my life I've searched for an asymmetric yet infinite grid. it's a basic unity that allows individuality by being infinite. a universe that is designed for both free will and determined fate-- a paradox. I understand why this kind of symmetry is forbidden. it undermines the orderly conformity that people find so comforting these days.
When he draws the green circles over the green pattern I see the seed of life. and in the end the fruit of life. Nice TY
Fascinating.
For those who do not see a practical use, i say there is one major and that is infills of a stucture that may be 3d printed. All his first patterns are the typical infills nowdays and each has pros and cons. A good algorithm would make strong partsmat fast speed. So whats it gonna do for you? If we can get fdm printers as fast as resin, without the flaws resin printers have then the world would change a lot in terms of how we buy things. Ten years ago only enthusiasts printed, now consumer models exists and it has still a bit to go before we find real practical use as it takes time, but eventually we can print shoes when we want new etc. You can already do that but at a time or high cost. A proper infill algorithm would help the future.
This video shows how brilliant Professor Penrose really is.
This man's comb over makes him a 'legend' indeed. Wow. Just WOW. And it is MC Escher who made him famous (not the other way around).
Crystal condensing symmetry breaking during lava condensation produces differential crystal veins as a function of temperature as applied in metal retrieved at different temperatures.
I wish he was more Escher in thinking & less an inelegant Chompsky simulacrum. Fractals exist as representations of sound as a commutable entity. More Parallax & Tycho Brahe. Then du Sautoy & black hole firewalls. Have a lovely day, Dr Cliff x
So intelligently humble
Roger really wanted to show that the wobbling crystal symmetry is broken to have differential boundary of crystals for example as opal black crystal or rubies as differential veins of crystal condensing boundaries of lava as a function of temperature condensing differential.
Amazing. Transcript or reference of the articles mentionned would be great!
Very enjoyable... Would love to understand this more..
Came here just for this guy. He is sooo cooool!! 😍
Fall in love with structure & shapes, make u doing things like that
5.and 12 are the combination for the dodecahedron which is the only polyhedron which allows vertex to same vertex uninterrupted surface path. Geodesic.
"No matter how big the region is, you can always find it in the other one." This threw me in relation to "there's more than one pattern possible" until I realized that identifying a region necessarily means reduction to a FINITE section (no matter how large) outside of which you could always create variation. Only if infinite patterns perfectly overlapped could you say that there is only one pattern. But you could have the same pattern for light years and light years of space, and then--bam!--variation.
Why do corners curl. That is a fascination to me
I noticed that at time frame 27:59 when intersecting lines began to form that a fractal "cardioid" pattern may have been forming which implies that the "Phi" value may be at the "heart" of the crystalline structure.
Good Catch. It indeed is.
Those granite and stainless steel tiles at the end are beautiful
Thank You Sir Roger Pentagon Rose
Does Mr. Penrose or anyone else have a book that describes all this in detail? This is great stuff, and I'd love to slowly read and savor it.
Thanks.
Kepler, Escher, and that Japanese bloke got so close to entering this garden path of delights.
PLEASE make a post on the relation between DIV GRAD at finite density charge sources and the relation of this to gravitational curvature for finite density mass distributions. For zero charge density DIV GRAD X=0, while for mass the mass on a rubber sheet model suggests negative (Gaussian) curvature in the surrounding vacuum, suggesting DIV g
stunning!
Reminds me of the multiple universe theory, which I think of in this way where one really fits inside of another, perhaps more complex one, ad infinitum.
Honestly I find it incredibly charming that in 2015+ he STILL uses slide projectors instead of PowerPoint
superb content !
I was inspired to use this on the job - Penrose Tiling on a concrete floor
can not wait for the 'forbidden' part
There is a plane of existence made of the five Platonic solids, the tetrahedron, the cube, the octahedron, the dodecagon, and the icosahedron. Every color that you have never considered is reflected by and through these solids in this dimension. They are all one. I believe there is base set of colors and as a being that lives there moves, the solids roll like water without the being losing his or her appearance and then extra colors appear. It is radiantly brilliant but far from blinding. In fact, I don’t believe there is anything more beautiful. They and everything in their environment coexist inside one another as the solids, and the solids are them. When you speak of archeology, well you are speaking of an actual construct of a world that is all around you. You move through it at every instance. If you were to go into this plane strictly and see a loved one, then you would recognize that person. You would not hardly see someone you never knew. Don’t ask me why. I would caution you. Do not attempt to enter on your own. While there is a way to go to that place, you are not allowed; outside of a particular set of circumstances. Take that seriously. I don’t believe they would become violent but there is a being there that is solely responsible for security that you do not want to meet. And remember; no one lives on a blackboard or a PowerPoint display.
Awesome! I love this.
incredible stuff, very interesting thanks for posting this
oh my , the man is a true genius
Marvelous!
25:15 you can see a blurry pattern getting zoomed
Meta Magical Themas, by Douglas R Hoffstadtler, an abstract description of why it is forbidden is a bose einstien condensate process moment. In ,geometry in contrast to relativity, a radius in a process that generates two virtual radius, is the maximum value. three radius rebounds in growth back towards one radius. It never reaches four radius which stops the pattern needed to be crystalline. the equivalence of too much information needed to define system.
What do I do with something like this? How do I apply it to my life? How do I make a job out of it? I assume this is a college lecture...? I absolutely love stuff like this. I remember being young and figuring out all of these patterns inside of numbers and shapes And had the hardest time describing it to people. Over the past few years I’ve gotten deep into numerology, gematria, Mandelbrot sets... the works. And I just have no idea what to do with it.
Write it down, cherish it
I like "Only recently it was solved what Kepler has suggested.... 400 years ago". What a theoretic.
Sir Roger Penrose is awesome as a brilient thinker
Great sharing
I read about this 35+ years ago, but he lost me at 5 - 6 minutes. "This one", "that one." Which one is he talking about? Pointing at them might have helped.
Codenwarra Cove
You have to experience the overlays around the 26min mark.
36:56 coincidentally entrance to the penrose (no relation)??? building in cambridge. Maybe it's all related via a hidden geometry of language, history and time.
@Marc
All I can add is that there's a hexagon on Saturn
Is there any way you can put where is Roger actually pointing at while he is showing his slides? I just seem to see a picture and I get confused where on the picture should I look when he is talking about it.
This many is simply amazing.
beautiful!
is this math the same causal reason we have 12 notes in a musical octave even though the intervals between them are not exactly precise? The patterns that emerge when plotting frequency ratios seems to be the same type of patterns here
Interesting.
@@kakarotlifted7302 The reason for 12 notes in an octave is that the circle of fifth has 12 points. 1.5^12 ~ 130, which is very close (1/3 halftone) to 128 - 7 octaves. Intervals in well tempered 12 halftone chromatic scale are reasonably close to natural intervals.
I often see forming, fractal-iterating starburst explosions of golden-white light that 1st ended in a flourish of Orbs. The original void end in a tiny mustard seed center point. It 1st started in 2000 after Shaktipat initiation, 8 ray starburst, then grew to 10, 12, 14, then in 2016, 16 ray with the outer ring of pearl-orbs. It has since double ringed, iterated, expanded into a vast field of Orbs, just like you ball of flowers. Question: What is this, and what does it mean. I have commissioned a computer graphic artist 4-panel illustration of the basic progression if any mystic scientist type from this royal society cares to inquire. Cheers.
Roger is an absolutely wonderful human being top quality that one haha
I love his tie.
Concidering atomic structure exhibits co similarities
We can also see this exhibited within language
As all structure is a form of language projection and overlap
amazing. rivaling the math in ancient structures or is it more complex just not as massive
Johannes Kepler thought the entire universe and the Solar System could be described with an arangement of geometric figures duch as cubes spheres and pyramids. He had a wooden model of such figures to describe the Solar System but it could not model the movement of planets. It was the effort of Tycho Brahe who for thirty years had taken measurements of the position of the planets that made Kepler dispose of his model and come up with three simple equations to describe de Solar System.
EXCEPT if the crystals are TIME crystals that form BONDs with particles from the PAST. therefore any asymmetry above 6 will form a TIME cristal.
Hi everyone! I would like to complain about an issue that bothers me now for a while. It has nothing to do with the video that you're watching, but still might be off your interest. I am a fan off you tube and watch quiet a lot of videos and the ones I don't watch straight away, I save in my "watch later" list. In this list used to be a button called " remove watched videos", which since a while has vanished! It used to be very useful and I strongly recommend to you tube to bring it back!! If you should feel the same as me, please copy and paste this in as many comments as possible and who knows, we might get what we want after all! Thanks for your time and participation!!😊
"That was rather straightforward" - Audience nervously laughs..
When growing crystals in sounds the shape is very difficult to get x the most common form of surface that with no vibrational effect has become the same as the magnetic styles...