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this is so fricking awesome. I lost all train of thought adn just got immersed in this incredible music. so glad I clicked on this when I saw it. truly magnificent, superb album. it's addictive how good it is!
I actually didn't think Adam Sandler's performance in Big Daddy was that bad. Usually his acting is pretty "meh," but I thought he poured his soul into the script. Although it seems superficial, the plot is quite rich with contrast. And the irony is especially noteworthy. Sonny is a childlike adult, and Julian is an adultlike child. Each sees in the other what they want to be in life. Sonny wants his Julian-like innocence back and contacts his father for help as Sonny would've done had his father been around more often when Sonny was young. Julian perceives Sonny as the adult who has his act together, although Sonny is a mess. Here Sonny learns to keep his problems private and not to scare Julian into thinking all adults are failures. Sonny evolves into a responsible adult, and Julian learns that it's okay to be a kid but that he too must learn to take responsibility for his action even as a child. This ongoing contrast captures the greatness of this film, a film I believe to be complex but not over the top and a real treat for movie lovers everywhere.
I have never experienced music like this before, even though I listened to a lot of Post Rock. When I first listened to this I didn't know what I got myself into. I had downloaded 10 to 20 Post Rock Albums on my phone about a year ago, but for months I was just listening to the same three when I was in the mood for some Post Rock. But one day, I was walking outside, I looked through all the music searching for something new to listen to and read this title. It really resonated with me so I decided to give it a try. And with the every note a feeling inside began to grow inside of me. It was fear, I was scared of how good this Album was. I couldn't comprehend how something like this was possible. I have near to none knowledge of music theory and am not really qualified to analyze music. And that's what caused this feeling of fear. i was scared of something I couldn't explain. Never before and never since have I ever felt that way and it was one of the most intense feelings that music has ever made me feel... I would kill for a Vinyl Release of this......
I was particularly curious about the intro to 03. x→∞ - 10:41 When I discovered the whole theory I couldn't believe that there were different types of infinities, the same as there are different types of human beings or interpretations about an amazing album such as this one.
It's an excerpt from a Numberphile episode featuring James Grime: ruclips.net/video/elvOZm0d4H0/видео.html. To be honest, I freaked out a bit when I heard it while I was listening to the album in background.
Well, this is essential in higher mathematics. When evaluating a function's stability it's needed to access if it can converge to a value as time increases. I could go on and on or I could refer you to the class of one of the greatest professors alive, Dr. Seiichi Nomura. Function e^x is the fastest to reach infinity and log(x) is the slowest. I hope you already learned this(and much more) in 3 years.
@@atulshrotriya3756 sorry for ranting a bit here, but reading that made me hurt... First of all, they are not talking about asymptotic behavior of functions or limits or things like that, they are talking about different sized infinite sets themselves. E.g. the fact that there is infinitely many natural numbers, infinitely many rational numbers, infinitely many real numbers. However the catch is that there are just as many natural numbers as rational numbers, those infinities are the same size, however there are MORE real numbers than natural numbers, i.e. the set of real numbers is bigger than the set of natural numbers. While the set of rational numbers is only as big as the set of natural numbers. Read up on cardinal numbers for more details. Secondly "e^x is the fastest to reach infinity", no. e^x grows towards infinity but it doesn't reach infinity, for every real x that is a finite number just as log(x) is a finite number for every (positive) real x. What you can say is that e^x grows faster than log(x) or to put it differently, e^x / log(x) tends towards infinity. However even then e^x is neither the fastest nor is log(x) the slowest growing function. Already e^(e^x) is a counter example as that clearly grows faster than e^x. And you can go a lot bigger, some functions even grow faster than any computable function, the most famous one is probably the busy beaver function.
@@myname356 I feel you man, sometimes it hurts in life. I wasn't talking about types of infinity. I expected him to have read about alef etc. I was talking about reaching infinity. What you say is correct. As per your example, in e^(e^x) I can consider e^x as another function of x say f(x) and then it will come to the same form and I was talking about 'general functions' which are directly related to physical phenomenon. Maybe you know your mathematics but I know mine too. And it will reach infinity if you can go to infinity, doesn't matter if you practically can or cannot, it's an assumption. For example, when dealing with very small numbers, we say that they are 0, when dealing with small theta, we assume that sin(theta)=theta. I've done my bachelor's in engineering and currently doing a masters so I can tell you that these concepts don't arrive before graduate level. Still, I'm not a mathematician and I might have made a mistake up there.
@@atulshrotriya3756 no, you don't reach infinity. That's the whole point. It even says in the excerpt on this very album: Infinity is not a number, it's a concept. You can look at what your function does as x approaches infinity. But x can't reach infinity. Now to be fair you can look at the limit as x goes to infinity. So sometimes you can make sense of lim x -> oo : f(x). But not always, f doesn't have to converge, simply look at f(x) = sin(x), it diverges for x -> oo. Besides, mathematics isn't concerned about practicality or physical phenomena. It is concerned about starting out with certain axioms and seeing what follows from them. As for "we say that small numbers are 0", maybe you engineers do that but no mathematician would ever say that sin(x) = x for small x. They'd maybe say sin(x) ≈ x. More likely they would say that sin(x) = x + O(x^3).
I've read all the comments... and suddenly i realised that there was certainly something missing.... So..... : ❤💖💕❣💞💓💟💝💖💕💞 I love both your music and you my friend.
Favorite Track: Lack of a greater possible memory 21:29 01. SKG 00:00 02. The stars may be dead, but we're here and we've stopped the time 05:45 03. x→∞ 10:41 04. Once upon a winter 17:08 05. Lack of a greater possible memory 21:29 06. Purpose of stillness 27:29 07. Her lost love, my entropy 33:23 08. Selective depression in chase of the Big Bang 36:59 09. Apogymnosis 45:42
This piece is just unbelievable! Man, it took me places whilst I am sitting on my chair,,,, my brain wandered and wandered in a joyful trip I rarely experience in this way
Over the past week this album became one of my favorites :) Great music, great atmosphere, and I really like the piano parts! Plus hearing James Grime was a nice surprise xD It fits so well. I am so happy I found this music.
There is phenomenon in music that does something to your soul and subconsciously to your mind. It also responsible for evoking emotion as well. It put your brain waves into a different wavelength. This phenomenon is created with the right sequence of notes and sounds and @ 2:10 - 5:40 does it for sure.
that's it, you're right. And sure that's a good thing.. for a moment it gives you a strange feeling that comes somewhere from the past.. then you realize it's a different album and you smile..
![Moons Eat Stars - Exile [Full Album]](http://i.ytimg.com/vi/ELCRr6eOg6Q/mqdefault.jpg)
![Moons Eat Stars - Exile [Full Album]](/img/tr.png)
![In The Waking World - Lost at Sea [Full Album]](http://i.ytimg.com/vi/yRfBpOSLyCM/mqdefault.jpg)
We share post-rock songs, albums and playlists.
Subscribe to our channel for more great music.
Like us on Facebook - facebook.com/whpostrock
Follow us on Twitter - twitter.com/whpostrock
You can tell you're listening to good music when it makes you think of things in ways you haven't before.
oh my, I love these sudden encounters and realization that your being will never be the same again.
first track of the album..skg..θεσσαλονικη..ταξιδεψε με στην πολη μου..BRAVO ΠΑΙΔΙΑ..
its remembers me 65 days of statics... Oh my god i thought this band post-rock style was dead!!! thanks you so much!
this is so fricking awesome. I lost all train of thought adn just got immersed in this incredible music. so glad I clicked on this when I saw it. truly magnificent, superb album. it's addictive how good it is!
I actually didn't think Adam Sandler's performance in Big Daddy was that bad. Usually his acting is pretty "meh," but I thought he poured his soul into the script. Although it seems superficial, the plot is quite rich with contrast. And the irony is especially noteworthy. Sonny is a childlike adult, and Julian is an adultlike child. Each sees in the other what they want to be in life. Sonny wants his Julian-like innocence back and contacts his father for help as Sonny would've done had his father been around more often when Sonny was young. Julian perceives Sonny as the adult who has his act together, although Sonny is a mess. Here Sonny learns to keep his problems private and not to scare Julian into thinking all adults are failures. Sonny evolves into a responsible adult, and Julian learns that it's okay to be a kid but that he too must learn to take responsibility for his action even as a child. This ongoing contrast captures the greatness of this film, a film I believe to be complex but not over the top and a real treat for movie lovers everywhere.
what a cool name for an album
I have never experienced music like this before, even though I listened to a lot of Post Rock. When I first listened to this I didn't know what I got myself into. I had downloaded 10 to 20 Post Rock Albums on my phone about a year ago, but for months I was just listening to the same three when I was in the mood for some Post Rock. But one day, I was walking outside, I looked through all the music searching for something new to listen to and read this title. It really resonated with me so I decided to give it a try. And with the every note a feeling inside began to grow inside of me. It was fear, I was scared of how good this Album was. I couldn't comprehend how something like this was possible. I have near to none knowledge of music theory and am not really qualified to analyze music. And that's what caused this feeling of fear. i was scared of something I couldn't explain. Never before and never since have I ever felt that way and it was one of the most intense feelings that music has ever made me feel... I would kill for a Vinyl Release of this......
I was gonna skip this after the first minute or two, but this music has depth, character, and apparently enough charm to keep me coming back. Bravo!
I was particularly curious about the intro to 03. x→∞ - 10:41 When I discovered the whole theory I couldn't believe that there were different types of infinities, the same as there are different types of human beings or interpretations about an amazing album such as this one.
It's an excerpt from a Numberphile episode featuring James Grime: ruclips.net/video/elvOZm0d4H0/видео.html.
To be honest, I freaked out a bit when I heard it while I was listening to the album in background.
Well, this is essential in higher mathematics. When evaluating a function's stability it's needed to access if it can converge to a value as time increases. I could go on and on or I could refer you to the class of one of the greatest professors alive, Dr. Seiichi Nomura. Function e^x is the fastest to reach infinity and log(x) is the slowest. I hope you already learned this(and much more) in 3 years.
@@atulshrotriya3756 sorry for ranting a bit here, but reading that made me hurt...
First of all, they are not talking about asymptotic behavior of functions or limits or things like that, they are talking about different sized infinite sets themselves.
E.g. the fact that there is infinitely many natural numbers, infinitely many rational numbers, infinitely many real numbers. However the catch is that there are just as many natural numbers as rational numbers, those infinities are the same size, however there are MORE real numbers than natural numbers, i.e. the set of real numbers is bigger than the set of natural numbers. While the set of rational numbers is only as big as the set of natural numbers. Read up on cardinal numbers for more details.
Secondly "e^x is the fastest to reach infinity", no. e^x grows towards infinity but it doesn't reach infinity, for every real x that is a finite number just as log(x) is a finite number for every (positive) real x. What you can say is that e^x grows faster than log(x) or to put it differently, e^x / log(x) tends towards infinity. However even then e^x is neither the fastest nor is log(x) the slowest growing function. Already e^(e^x) is a counter example as that clearly grows faster than e^x. And you can go a lot bigger, some functions even grow faster than any computable function, the most famous one is probably the busy beaver function.
@@myname356 I feel you man, sometimes it hurts in life. I wasn't talking about types of infinity. I expected him to have read about alef etc. I was talking about reaching infinity. What you say is correct. As per your example, in e^(e^x) I can consider e^x as another function of x say f(x) and then it will come to the same form and I was talking about 'general functions' which are directly related to physical phenomenon. Maybe you know your mathematics but I know mine too. And it will reach infinity if you can go to infinity, doesn't matter if you practically can or cannot, it's an assumption. For example, when dealing with very small numbers, we say that they are 0, when dealing with small theta, we assume that sin(theta)=theta. I've done my bachelor's in engineering and currently doing a masters so I can tell you that these concepts don't arrive before graduate level. Still, I'm not a mathematician and I might have made a mistake up there.
@@atulshrotriya3756 no, you don't reach infinity. That's the whole point. It even says in the excerpt on this very album: Infinity is not a number, it's a concept. You can look at what your function does as x approaches infinity. But x can't reach infinity. Now to be fair you can look at the limit as x goes to infinity.
So sometimes you can make sense of lim x -> oo : f(x). But not always, f doesn't have to converge, simply look at f(x) = sin(x), it diverges for x -> oo.
Besides, mathematics isn't concerned about practicality or physical phenomena. It is concerned about starting out with certain axioms and seeing what follows from them.
As for "we say that small numbers are 0", maybe you engineers do that but no mathematician would ever say that sin(x) = x for small x. They'd maybe say sin(x) ≈ x. More likely they would say that sin(x) = x + O(x^3).
The name of the album is beautiful! As well as the album itself!
This album gives heavy goosebumps. Have been learning analysis since the mornig, so made me smile when I've heard someone talking about infinite.
I've read all the comments... and suddenly i realised that there was certainly something missing.... So..... :
❤💖💕❣💞💓💟💝💖💕💞
I love both your music and you my friend.
SKG, I see what you did there.
Amazing album, keep up with he good work!
I am in love with this album
It is music like this that makes you forgot how stressful work can be. Maybe I will survive whatever this day throws at me. :)
great album. i liked the art work+ the title too. greetings from bulgaria)))
Lack of a greater possible memory sound like Saturnus.This album is all I need at,.Thank you !
I heard "A Gallant Gentleman" from We Lost The Sea, myself. But it's a good track nonetheless!
A wonderful and magnificent journey is this album! I can't believe that this is offered completely free at Bandcamp. You guys are the best! Ευχαριστώ
Favorite Track: Lack of a greater possible memory 21:29
01. SKG 00:00
02. The stars may be dead, but we're here and we've stopped the time 05:45
03. x→∞ 10:41
04. Once upon a winter 17:08
05. Lack of a greater possible memory 21:29
06. Purpose of stillness 27:29
07. Her lost love, my entropy 33:23
08. Selective depression in chase of the Big Bang 36:59
09. Apogymnosis 45:42
Worldhaspostrock Thank you!!!
Masterpiece.
greetings from Mexico guys.
This piece is just unbelievable! Man, it took me places whilst I am sitting on my chair,,,, my brain wandered and wandered in a joyful trip I rarely experience in this way
Man I just feel spoiled by all this powerful creative universal music coming out.
This band amazes me
Over the past week this album became one of my favorites :) Great music, great atmosphere, and I really like the piano parts! Plus hearing James Grime was a nice surprise xD It fits so well. I am so happy I found this music.
Great album! my favorite this month! Thank you so much!
Great album, thank you. I enjoy the Numberphile youtube channel clip in x→∞
I'm really enjoying this. Nice find.
Incredible modern music.
Apogymnosis is very moving. Thank You.
There is phenomenon in music that does something to your soul and subconsciously to your mind. It also responsible for evoking emotion as well. It put your brain waves into a different wavelength. This phenomenon is created with the right sequence of notes and sounds and @ 2:10 - 5:40 does it for sure.
Go check out "He films the clouds pt 2" by Maybeshewill. Ther's a surprise for you.
loved it! specially the outro
Have only listened to the first ten minutes so far but this is insane. Love it.
Esse som é transcendental, que coisa mais linda, que bom que vivi para escutar isso....recomendo.
I study listening this album, thank you
Beautiful. Congrats for the album.
...this is terrific, very soothing, touching and inspiring. So happy i found this...more?
Hahahahaha, the sample of James Grime made me laugh so hard. Love that guy! I'm guessing you're a Numberphile too, eh?
I THINK WE NEED MORE
Outstanding!
this is absolutely beautiful!
I am just a particle in this sounds flowing through me. I am not even I. I'm just energy, just noding, waving my hand to the rhytm.
2:10 sounds similar to He Films The Clouds Pt. 2 by MaybeSheWill
I was looking through the comments to see if anyone wrote about that. Was going to write about it myself)) Nice to have you)
Extremely similar.
very nice music to work too!
My mind cries like a baby
Awesome music
Superb
the panoramic stereo is peculiar. this is very good
Damn those songs are art
This is really fine stuff, I need this on my phone.
the beginning is great!
very expansive, going up, going down, to feel distortion in the peak omg , really big one 21:29
Mpravo re paidia!
Awesome
Free on bandcamp currently. Definitely worth money this album.
Just wow
This helps me sleep.
I like it. It`s also kinda unique.
kokomo for the win
Now I find it really surprising to hear a singing banana in a postrock album ;-)
thought my youtube decided to randomly autoplay Numberphile for a second...
I feel your pain...
I feel your joy...
First song really reminds me of maybeshewill, and that is a good thing
I know what you mean. That guitar riff totally reminded me one song from the earlier maybeshewill album.
remind me of he films the coulds pt.2 :D
Same here, I think that maybeshewill influences is very suspicious
it's almost identical. It's excellent to listen to, but too close
that's it, you're right. And sure that's a good thing.. for a moment it gives you a strange feeling that comes somewhere from the past.. then you realize it's a different album and you smile..
Heavy as a ton of bricks. Excellent album!
Wonderfull Album I Love IT
WOW fkin awesome !
it feels like forgotten impulse
Genius.
Μπάφος κρασάκι, τώρα θέλω και να βρέξειΦιλιά
Open bandcamp to buy the album... *Free download* ... wow!
Holy shit this is good
Nice song! ^^ :-)))))
Artist: Once Upon A Winter (Greece)
Album: Selective depression in chase of the Big Bang (2017)
onceuponawinter.bandcamp.com
it s really fucking interesting and not ordinary
"EL BIG BANG ES LA EXPLOSIÓN DEL AMOR DE DIOS".
SINGINBANANA FTW!!!!!!!!!! :D :D
But otherwise: This music is great. :) Very relaxing and emotional :)
Numberphile FTW !
tears. fact.
SupeR!
ft. @Numberphile at 10:40
2:23 のフレーズ・・・・
Maybeshewill - He films the clouds Pt.2 と似すぎ。
Can someone explain me what does the title mean?
8:50, lourd
I think the intro to x - infinity is a guy from Numberphile, am I right? ^^
Track 2 is very Appleseed Cast, in a good way.
💕💞
this album makes me feel like me. sounds like music to my ears. I am fully indulging in this ear sex.
That savage Numberphile sample (L
Now make a Parker's Square music to reach a god level :)
Rodolfo Rodrigues
Rodolfo Rodrigues What?
¿La primera canción es un cover de Maybeshewill - He Films Clouds Pt. 2 o ellos le hicieron cover a los de acá o colaboraron? :'v no entiendo nada
det lät djuubt...
sasha king crimson ₪₪₪₪
This shoegaze shit is getting old.
I'm in love with this album
Μπάφος κρασάκι, τώρα θέλω και να βρέξειΦιλιά
sasha king crimson ₪₪₪₪