Harmonice Mundi (Harmonices mundi libri V) (Latin: The Harmony of the World, 1619) is a book by Johannes Kepler. In the work, written entirely in Latin, Kepler discusses harmony and congruence in geometrical forms and physical phenomena. The final section of the work relates his discovery of the so-called "third law of planetary motion". (Wikipedia).
Kepler's Third Law of Motion - Law of Periods (Astronomy)
Our Socratica Astronomy series is back! Bookmark the playlist here: ✷ https://socratica.link/Astro_Playlist We also ask you join our STELLAR email list so we can notify you when new videos go live: ✷ https://snu.socratica.com/astronomy (Don’t rely on the YT algorithm to show you what
From playlist Kepler's Laws
Musimathics: Fourier Analysis (Part 8)
Welcome to the Musimathics series! Musimathics gives an overview of some of the most interesting topics in the field of mathematical music theory! You are watching the eighth video in the series. In this video, Chloe goes over the logic and reasoning behind both the Discrete and Continuou
From playlist Musimathics: Music & Math
An example of a harmonic series.
From playlist Advanced Calculus / Multivariable Calculus
Simple Harmonic Motion in Trig (Precalculus - Trigonometry 35)
A brief discussion of Simple Harmonic Motion, how it is related to Sine and Cosine, and the functional models it creates. Support: https://www.patreon.com/ProfessorLeonard
From playlist Precalculus - College Algebra/Trigonometry
Lecture 1: Roal and Harmonic Analysis by Prof. Thiele
Lecture Series
From playlist Lecture Recordings
Angkor Wat - Lies - Extra History
Where was the metric system?! What's the real deal with the dinosaur carving? And what is an axis mundi? We answer your questions from the comments, and Rob talks about all the cool things that we couldn't fit into the regular episodes. Join us on Patreon! http://bit.ly/EHPatreon Check o
From playlist Extra History (ALL EPISODES)
Euler-Mascheroni VI: An Integral Representation of the Harmonic Numbers
Channel social media: Instagram: @whatthehectogon https://www.instagram.com/whatthehect... Twitter: @whatthehectogon https://twitter.com/whatthehectogon Any questions? Leave a comment below or email me at the misspelled whatthehectagon@gmail.com In this video, I prepare my next barrag
From playlist Analysis
Harmonic Oscillator | Classical Mechanics Introduction
In this video, we will talk about the harmonic oscillator in classical mechanics. The term "harmonic oscillator" refers to any kind of motion where we have a linear force trying to pull the object back to equilibrium. Contents: 00:00 Introduction 00:34 Differential Equation 01:13 Soluti
From playlist Classical Mechanics
The Lost Leonardo is the inside story behind the Salvator Mundi, the most expensive painting ever sold at $450 million. From the moment the painting is bought for $1,175 at a questionable New Orleans auction house and the restorer discovers masterful Renaissance brushstrokes under the hea
From playlist Franke Program in Science and the Humanities
What Should We Do With Dead Bodies?
Burial and cremation are easy ways to dispose of the dead, but they might not be the best for the environment! Watch More: What Happens After You Die? ►►►► https://www.youtube.com/watch?v=KdNhsji6rsQ Get your exclusive Life Noggin merch: http://www.keeponthinking.co Support Life Noggin
From playlist Popular Uploads | Life Noggin
Are these Playing Cards the next BIG THING?!
GET A PERSONALIZED SHOUTOUT: https://www.bookcameo.com/chrisramsay YO! Today I'm going to teach you an original card trick using a special card but I also want to talk about these special playing cards sent to me by Cartamundi. They sent me these and you guys are going to get a first loo
From playlist Tutorials
Gov 2.0 Summit 09: Craig Mundie and Tim O'Reilly, "The Kill
Craig Mundie (Microsoft Corporation) and Tim O'Reilly (O'Reilly Media, Inc.), "The Killer App of Gov2.0: A Conversation with Microsoft Chief Research and Strategy Officer"
From playlist Gov 2.0 Summit 2009
If the Laplacian of a function is zero everywhere, it is called Harmonic. Harmonic functions arise all the time in physics, capturing a certain notion of "stability", whenever one point in space is influenced by its neighbors.
From playlist Fourier
The Nearly IMPOSSIBLE Enigma Puzzle!!
Today I'm going to attempt to solve the Super difficult (Once considered impossible) Enigma Puzzle by Hanayama, this has a level 6 (10) difficulty rating, which is among the hardest Puzzles offered by Hanayama. Buy It Here: https://www.puzzlemaster.ca/browse/inventors/vaughn/308-cast-enig
From playlist Puzzles!
Alexander Dranishnikov (9/22/22): On the LS-category of group homomorphisms
In 50s Eilenberg and Ganea proved that the Lusternik-Schnirelmann category of a discrete group Γ equals its cohomological dimension, cat(Γ) = cd(Γ). We discuss a possibility of the similar equality cat(φ) = cd(φ) for group homomorphisms φ : Γ → Λ. We prove this equality for some classes of
From playlist Topological Complexity Seminar
Euler-Mascheroni VII: Series Representations of the Harmonic Numbers
Channel social media: Instagram: @whatthehectogon https://www.instagram.com/whatthehect... Twitter: @whatthehectogon https://twitter.com/whatthehectogon Any questions? Leave a comment below or email me at the misspelled whatthehectagon@gmail.com Here we take the discrete route, rather
From playlist Analysis
Charts & Narration by Matt Baker https://usefulcharts.com/ Animation by Syawish Rehman https://www.youtube.com/channel/UCf0O2efB4K66UUaT7QJPVNA Audio Editing by Jack Rackam https://www.youtube.com/channel/UCaQzyr4MWn1b9W4TdpxxeKw Intro music "Lord of the Land" by Kevin MacLeod and lice
From playlist Religious Studies
This video introduces the harmonic series, explains why it is divergent and also examples infinite series that resemble the harmonic series. Site: http://mathispower4u.com
From playlist Infinite Series
The Economics Of The Art Market: Why This Painting Isn't Worth $450 Million
Start your 14-day free trial & get 10% off your Squarespace subscription ➡️ https://squarespace.com/economicsexplained Want to learn even more about art? Be sure to check out the Squarespace site we created specifically for this video 👉 https://www.economicsof.art ▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀
From playlist Case Studies
