In the card game bridge, the law or principle of vacant places is a simple method for estimating the probable location of any particular card in the four hands. It can be used both to aid in a decision at the table and to derive the entire suit division probability table. At the beginning of a deal, each of four hands comprises thirteen cards and one may say there are thirteen vacant places in each hand. The probability that a particular card lies in a particular hand is one-quarter, or 13/52, the proportion of vacant places in that hand. From the perspective of a player who sees one hand, the probable lie of a missing card in a particular one of the other hands is one-third. The principle of vacant places is a rule for updating those uniform probabilities as one learns about the deal during the auction and the play. Essentially, as the lies of some cards become known – especially as the entire distributions of some suits become known – the odds on location of any other particular card remain proportional to the dwindling numbers of unidentified cards in all hands, i.e. to the numbers of so-called vacant places. The principle of vacant places follows from Conditional Probability theory, which is based on Bayes Theorem. For a good background to bridge probabilities, and vacant places in particular, see Kelsey; see also the Official Encyclopedia of Bridge (Wikipedia).
Determine Where the Function is Not Continuous
In this video I will show you how to Determine Where the Function is Not Continuous.
From playlist Continuity Problems
B03 Fluid shifts here on earth
The difference between the erect and supine positions here on earth.
From playlist Space Medicine
Introduction to Removable and Nonremovable Discontinuities
Introduction to Removable and Nonremovable Discontinuities A complete introduction with definitions, examples, and the intuition behind the definitions.
From playlist Calculus 1 Exam 1 Playlist
月周回衛星「かぐや」のHDTVが観測した雨の海と虹の入り江 (C) JAXA/NHK
From playlist Earth's place in Solar System - Jaxa
Removable and Nonremovable Discontinuities in a Rational Function Calculus Example
In this video I do an example of finding Removable and Nonremovable Discontinuities in a Rational Function.
From playlist Continuity Problems
月周回衛星「かぐや」のHDTVが観測したオリエンタレ・ベイスン (C)JAXA/NHK
From playlist Earth's place in Solar System - Jaxa
position:fixed juddering (simulator)
Example of position:fixed on iOS 5 juddering
From playlist position:fixed
position:fixed juddering (real device)
Mirroring my phone to computer to record, you can see the same position:fixed juddering occurs in iOS 5.1.1
From playlist position:fixed
PERMUTATION | PERMUTATION SERIES | CREATA CLASSES
This is the 3rd video under the PERMUTATION series. This video covers the concept of Permutation in full detail using Animation & Visual Tools. Visit our website: https://creataclasses.com/ For a full-length course on PERMUTATION, COMBINATION & PROBABILITY: https://creataclasses.com/cou
From playlist PERMUTATION
Fundamental Counting Principle | AND OR Rule | PERMUTATION SERIES | CREATA CLASSES
This is the first video under the PERMUTATION series. This video covers the Fundamental Principle of Counting. And also the concept of AND and OR is discussed in detail. All these with help of Animation & Visual tools. Visit our website: https://creataclasses.com/ For a full-length co
From playlist PERMUTATION
16. Recognizing Functional Groups
Freshman Organic Chemistry (CHEM 125) This lecture continues the discussion of the HOMO/LUMO view of chemical reactivity by focusing on ways of recognizing whether a particular HOMO should be unusually high in energy (basic), or a particular LUMO should be unusually low (acidic). The appr
From playlist Freshman Organic Chemistry with J. Michael McBride
15. Chemical Reactivity: SOMO, HOMO, and LUMO
Freshman Organic Chemistry (CHEM 125) Professor McBride begins by using previous examples of "pathological" bonding and the BH_3 molecule to illustrate how a chemist's use of localized bonds, vacant atomic orbitals, and unshared pairs to understand molecules compares with views based on t
From playlist Freshman Organic Chemistry with J. Michael McBride
Detroit’s Urban Beekeepers are Transforming the City’s Vacant Lots | Short Film Showcase
These urban beekeepers are rebuilding Detroit one hive at a time. ➡ Subscribe: http://bit.ly/NatGeoSubscribe ➡ Get More Short Film Showcase: http://bit.ly/ShortFilmShowcase #NationalGeographic #Beekeeping #ShortFilmShowcase About Short Film Showcase: The Short Film Showcase spotlights ex
From playlist Nature & Environment | National Geographic
Sign of the Derivative (5 of 7: Distinguishing stationary points)
More resources available at www.misterwootube.com
From playlist Applications of Differentiation
17. Reaction Analogies and Carbonyl Reactivity
Freshman Organic Chemistry (CHEM 125) Continuing the examination of molecular orbital theory as a predictor of chemical reactivity, this lecture focuses on the close analogy among seemingly disparate organic chemistry reactions: acid-base, SN2 substitution, and E2 elimination. All these r
From playlist Freshman Organic Chemistry with J. Michael McBride
18. Amide, Carboxylic Acid and Alkyl Lithium
Freshman Organic Chemistry (CHEM 125) This lecture completes the first half of the semester by analyzing three functional groups in terms of the interaction of localized atomic or pairwise orbitals. Many key properties of biological polypeptides derive from the mixing of such localized or
From playlist Freshman Organic Chemistry with J. Michael McBride
Network Analysis. Lecture 19. Models of spatial segregation
Schelling's segregation model. Spatial segregation. Agent based modeling. Segregation in networks. Lecture slides: http://www.leonidzhukov.net/hse/2015/networks/lectures/lecture19.pdf
From playlist Structural Analysis and Visualization of Networks.
Live-coding a linked hash map in Rust
Following another Twitter poll (https://twitter.com/Jonhoo/status/1000102031925956610), we're building a simple hash map in Rust. We're writing it end-to-end in one sitting, with the hope of ending up with a decent understanding of how hash map works, and how you'd make the interface idiom
From playlist Rust live-coding
Forget the hype and experience the art and history that Detroit offers up in spades. We visit the Diego Rivera mural, Heidelberg Project, MOCA, abandoned buildings, and much more. To see us take more art trips, support our channel by visiting: http://www.patreon.com/artassignment. Thanks
From playlist Art Trip
Classifying Stationary Points (2 of 3: Flowchart for locating points)
More resources available at www.misterwootube.com
From playlist Applications of Differentiation