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Registrace 15. 11. 2015
How Bernhard Riemann Visualized 4th Dimension and Hyperspace
00:00 Intro
00:30 Aristotle and Ptolemy's 4th Dimension
1:36 Limitations of Euclidean Geometry
2:44 Introduction to Bernhard Riemann
3:35 Riemann's journey into Higher dimensions begins
4:54 Force and the Concept of Hyperspace
5:35 Riemann's Bookworm Analogy
7:04 Force as a manifestation of Geometry
8:07 Riemann's Presentation of His Theory
8:48 Riemann's Foundation: The Pythagorean Theorem
10:54 Introducing the Metric Tensor
12:51 Riemann's final work
00:30 Aristotle and Ptolemy's 4th Dimension
1:36 Limitations of Euclidean Geometry
2:44 Introduction to Bernhard Riemann
3:35 Riemann's journey into Higher dimensions begins
4:54 Force and the Concept of Hyperspace
5:35 Riemann's Bookworm Analogy
7:04 Force as a manifestation of Geometry
8:07 Riemann's Presentation of His Theory
8:48 Riemann's Foundation: The Pythagorean Theorem
10:54 Introducing the Metric Tensor
12:51 Riemann's final work
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Is Work done same ?? I am confused . @_@?? (assume 0 friction)
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Which direction Water flow on small yellow tube??
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Which direction Water flow on small yellow tube??
Please can you explain me what will happens if we integrate an integral infinite times
I'm stupid, How did you get 122
y + 120° + 90° + 100° + 108° = 540 y + 418 = 540 y = 540 - 418 therefore, y = 122° hope this helped :D
The PV graph shows pressure decreasing from point 1 to 2. For pressure to decrease weight must be removed from the piston. This is not shown in the animation. Small amounts of weight must be removed or added at all points in the cycle, otherwise the pressure remains constant. Removing weight is also required to keep the gas temperature constant from point 1 to 2, otherwise gas temperature TH would increase as heat is added. Weight must also be removed to cause the gas temperature to drop from TH to TL from point 2 to 3. The total amount of weight removed during expansion (1 to 3) must be greater than the weight required for compression (3 to 1). Otherwise no net work is done. (Work=Force X Distance)
The v1> v2 condition would be applicable for compressible fluids. The earlier portion of the video uses water as the fluid, making v1 = v2 as it is considered incompressible. Not stating this in the video would be confusing to people attempting to learn from this tutorial.
Hey leta me give you an afvice as viewers get more understanding about these videos ok So,, made your videos more fun like add more animes scences with explaining physics!!! Make it more creative
It is 360?
I have seen this in Spider-Man no way home today and I remember I have to study geometry because Monday I have maths exam so I had came here for some tips on Archimedes spiral
as an Itachi variant I can approve
848 Muller Parkways
it is just the reading from a written text with animation. The way the mathematical terms are pronouced clearly shows the reader didn't have mathematical background. if you want to learn something technical and you know English then switch to foreign teachers on youtube. They are way better than these who copy them to preduce such material albeit poorly.
Turcotte Estates
Nice explanations 🙏🙏🙏🙏🙏🙏🙏🙏
O'Conner Mission
Finally 😭 found a good video on this topic.
Wonderful. Hats off to you for an amazing explanation with visualization. Tq so... much...
you're awesome! thank you
Metz Parkway
Great video
This video is soooooo underrated! Thank you so much!
says logarithm....shows an integral of 2pix with respect to y?! then gets the integral wrong....if we are integrating w.r.t. y then 2pi*x is constant...moreover, the integral has NOTHING to do with a logarithm.. sick of seeing these wannabe mathematicians make ai math videos to help boos their ego.
That was a great explanation
Leibniz found God/Monads, Leibniz is a far greater genius than Newton, the greatest genius in human history and in the future when the globe has been illuminated, Leibniz will be celebrated as the man who found God in mathematics along with Pythagoras
Perez Daniel Allen James Thomas Frank
Itachi bro ???
58°
symbiosis, it's not that hard. or just vomit up the waste products, or even osmosis or anything. I swear people lack imagination.
Tartaglia was his nickname, the actual name was Niccolò Fontana. During a French invasion, a French soldier struck him in the face and seriously injured him, leaving him unable to speak clearly. Hence the nickname "Tartaglia", which means stutterer in Italian. My family Fontana came from the same town he lived in Italy. Maybe he is my ancestor.
measure the interior and the exterior of the given polygon ?
Very wonderful narration.
Why would the pressure in the cylinder increase as the piston moves from state 1 to state 2? The piston weight and environment pressure are constant. In the example shown in the video the piston moves horizontally, so its weight doesn't even matter.
Wtf
Nice trick yaar❤❤😊
x = 80°
Is it better to watch this video after I finish studying my vector analysis course or before? Please anyone with experience can give me their advice
They’re not vertical lines
siphon high to low level me hota hai. यह velocity gradient/ momentum हो सकता है।
wow, this is sooo good,please make more content like this,and thanks a lot for the video
I am just gonna pretend to laugh, i definitely understand these 💀
This channel is so underrated 😭
This is a masterpiece... Thank you for putting in all the effort. I love the way you pronounce scalar btw 😂
*I hate unnecessary and unsolicited drama. It’s such a violation.*
A
Mam thoda samjh me aaaya hai because aapka English pronunciation mujhe Kam samajh me aya
2D is the abstraction of a infinitesimally thin sample. Microscopes suggest such relativity has many limits. Smol creatures eat by bubbling, more than self-bisecting. Large creatures, too, eat by bubbling around smaller ones. Curious imagery.
Yoo plz make like this math video with Tom and Jerry, I really love it!!
Not a green theorem this stokes theorem
This channel is definitely underrated. Awesome video as always!
wow! lovely animations
this video is wrong. tartaglia only found the solution to the depressed cubic equation. cardanos used that to find the solution of the complete cubic equations. depressed cubic equations don't have the x squared terms in them. depressed cubic:- ax^3 + bx + c = 0 cubic:- ax^3 + bx^2 + cx + d = 0