(ML 19.1) Gaussian processes - definition and first examples
Definition of a Gaussian process. Elementary examples of Gaussian processes.
From playlist Machine Learning
Physics demonstrations. Watt' s regulator.
The centrifugal governor was invented by James Watt. The centrifugal governor was required to assist in the development of machines and technology and was necessary for the industrial revolution to occur. Centrifugal governors can be found in modern cars and jet engines.
From playlist MECHANICS
Working of a Centrifugal pump is explained in this video lecture. Here working of a semi open, single suction centrifugal pump is described in a detailed way. Construction details of volute casing and turbo machinery analysis of impeller, difference between backward curved, radial, forward
From playlist Turbomachinery
This video presents a beginner's guide to circular motion, introducing the concept of centripetal force. It also briefly discusses the erroneous term centrifugal force. It also explains the motion with some common examples. CLARIFICATION: in the video I mention that 'there is no centrifu
From playlist Advanced Mechanics
Bead in a Rotating Hoop, Part 2: High Damping Limit
The dynamics of a bead in a rotating hoop when there is high damping reduce to a 1-dimensional differential equation, which can be analyzed graphically. The system undergoes a pitchfork bifurcation as a function of the rotation parameter. Some physical examples are shown, including the cen
From playlist Intermediate Classical Mechanics
(ML 19.2) Existence of Gaussian processes
Statement of the theorem on existence of Gaussian processes, and an explanation of what it is saying.
From playlist Machine Learning
Physics, Torque (1 of 13) An Explanation
Explains what torque is, the definition, how it is described and the metric units. Also presented are two examples of how to calculate the torque produced by a force. Torque is a turning force. It is a measure of how much force acting on an object that causes the object to rotate. The ob
From playlist Mechanics
The World's Longest Non-Stop Flight
The bar-tailed godwit makes the longest nonstop flight of any bird: From Alaska to New Zealand. Subscribe to the pin club here: https://store.dftba.com/collections/bizarrebeasts You can cancel your pin subscription any time by emailing hello@dftba.com Follow us on socials: Twitter: htt
From playlist Birds
B. L. van der Waerden's life before Quantum Mechanics
In this video I speak about the early life of Bartel Leendert van der Waerden, from the university to Amsterdam, over Göttingen and Groningen. This covers Martina R. Schneider's book "Zwischen zwei Disziplinen", the content from about page 70 to 120. Here' some notes as .md file: https://
From playlist Physics
David Rosenthal - Finitely F-amenable actions and decomposition complexity of groups
38th Annual Geometric Topology Workshop (Online), June 15-17, 2021 David Rosenthal, St. John's University Title: Finitely F-amenable actions and decomposition complexity of groups Abstract: In their groundbreaking work on the Farrell-Jones Conjecture for Gromov hyperbolic groups, Bartels
From playlist 38th Annual Geometric Topology Workshop (Online), June 15-17, 2021
Write the Docs Portland 2017: Everyone's a player (in a mid-90s MUD) by Kenzie Woodbridge
Write the Docs 2017: Everyone's a player (in a mid-90s MUD) by Kenzie Woodbridge N You have found a secret room in the castle! You gain 26 xp. You enter a large interior space with stone walls and a high stone ceiling. Torches flicker in wall brackets. A large self-referential tapestry
From playlist Write The Docs 2017
Barinder Banwait, Explicit isogenies of prime degree over number fields
VaNTAGe seminar June 29, 2021 License: CC-BY-NC-SA
From playlist Modular curves and Galois representations
Vibration is created by the rotation of the orange shaft carrying an eccentric mass.
From playlist Mechanisms
O'Reilly Webcast: Gamification Patterns & Pitfalls
Gamification is a hot topic, with big brands and startups alike trying to leverage the power of points, badges, levels, challenges and rewards to engage users, generate virality and solve problems. Join Gabe Zichermann, Gamification Expert and Author as he discusses some of the main ways t
From playlist O'Reilly Webcasts
Follow me over to Vsauce3: https://youtu.be/BIePWBgKaXw Let me know what you would do in the comments! And subscribe to BrainCraft: http://ow.ly/rt5IE BrainCraft is written and hosted by Vanessa Hill for PBS Digital Studios. Talking psychology, neuroscience & why we act the way we do. S
From playlist Thought Experiments!
Balancing an MMO Ecosystem - Getting a Mix of Player Types - Extra Credits
Dr. Richard Bartle's Taxonomy provides rough guidelines for understanding the types of motivations that players have. It also allows us to appeal to those players in broad groups, for example, providing easter eggs to lure in Explorer type players. Subscribe for new episodes every Wednesd
From playlist Extra Credits (ALL EPISODES)
6 AWESOME DEMOS of Bernoulli's law!
In this video i show some simple experiments about Bernoulli' s law "coanda effect" and how airplane fly. Enjoy!
From playlist MECHANICS
Stanford Seminar - Collaboration & Collective Action the Next Wave of Social Gaming
Amy Jo Kim Shufflebrain This seminar series features dynamic professionals sharing their industry experience and cutting edge research within the human-computer interaction (HCI) field. Each week, a unique collection of technologists, artists, designers, and activists will discuss a wide
From playlist Stanford Seminars
Visualization of the Coriolis and centrifugal forces
A visual demonstration of the effects of the Coriolis and Centrifugal forces. Visit my homepage, https://www.udiprod.com/, or read about my latest book http://www.zutopedia.com This clip demonstrates the effects of the Coriolis and Centrifugal forces, by viewing various scenes from both
From playlist Animated Physics Simulations
Ready for Launch: SWOT Satellite Will Track Earth’s Water (Live Briefing)
The Surface Water and Ocean Topography (SWOT) mission, led by NASA and the French space agency Centre National d’Études Spatiales (CNES), will be the first to observe nearly all water on Earth’s surface, measuring the height of water in lakes, rivers, reservoirs, and the ocean. It’s curren
From playlist SWOT