Thanks for Contributing! You just created a new WN page. Learn more »
View full lesson: http://ed.ted.com/lessons/the-infinite-hotel-paradox-jeff-dekofsky The Infinite Hotel, a thought experiment created by German mathematician...
Infinity can throw up some interesting paradoxes, from filling Hilbert's Hotel to painting Gabriel's Trumpet... Mark Jago is a philosophy lecturer with a bac...
Free learning from The Open University http://www.open.ac.uk/openlearn/history-the-arts/culture/philosophy --- A never-ending hotel, always full of guests, h...
Nur ein paar Worte zum Hilbertschen Hotel, damit sich jeder "unendlich" etwas besser vorstellen kann und ein paar Worte zur Mächtigkeit verschiedener Zahlenm...
Facebook: www.facebook.com/TheSimpleMaths Webseite: www.thesimplemaths.de Dir gefällts? Dann drück auf den kleinen grünen Daumen und teile das Video! :-) ---...
Vorlesung von Prof. Christian Spannagel an der PH Heidelberg. Übersicht über alle Videos und Materialien unter http://wikis.zum.de/zum/PH_Heidelberg.
William Lane Craig explains why the universe had a beginning and is not infinite using the Hilbert's Hotel example. Since the universe had a beginning, it ha...
Introduction to Hilbert's hotel paradox -- a riddle about the nature of infinity. Part Two: http://www.youtube.com/watch?v=CMIyzdlkFw0 Part Three: http://www...
For more resources visit: http://www.reasonablefaith.org On March 3rd, 2014 Dr William Lane Craig gave a lecture on the Kalam Cosmological Argument at Georgi...
Response to numberphile's new video: http://www.youtube.com/watch?v=dDl7g_2x74Q The Hilbert Hotel is not a paradox with infinity. It is a logical fallacy, be...
Vídeo da Equipe M3 da UNICAMP sobre o Hotel de Hilbert.
Part 1 of a pair. Agustin Rayo (M.I.T.) teaches us about some weird properties of infinity, using an example due to mathematician David Hilbert called 'Hilbe...
Sometimes a story is the best way to learn math. In this case, an infinite hotel shows us that infinite logic is a bit different than what we're used to.
YouTuber firstcauseargument has a video clip of William Lane Craig explaining why actual infinities can't exist because of the strange consequences of Hilber...
William Lane Craig gives a philosophical argument for the beginning of the universe using Hilbert's Paradox of the Grand Hotel. While Craig does not deny an ...
Mathematician Steven Strogatz explains Cantor's notion of infinity using the famous example of "Hilbert's Infinite Hotel." This is a hotel with an infinite number of rooms and an infinite number of guests. But what if another guest comes to the hotel? Where do they fit in? Strogatz uses buses instead, and takes us step by step through the process, connecting it to the mathematical world. But in fact Cantor countered Hilbert's Infinite Hotel with the idea that some infinities are bigger than others. Sign up for our free newsletter to see exclusive features and be the first to get news and updates on upcoming WSF programs: http://www.worldsciencefestival.com/newsletter-youtube/
Algorithms and classical music is Associate Professor Thore Husfeldt's big passion. Thore is the local chairman of the ICALP2014 conference at the IT Univers...
This hypothetical hotel has a countably infinite number of rooms, but they are all occupied. If someone is looking for a room, can the hotel accommodate him?...
The Hilbert Hotel is a set of entertaining, and perhaps mind-boggling, examples illustrating arithmetic involving infinity. I forgot to mention it, but you m...
http://reasonablefaith.org - Dr. William Lane Craig answers a question on the Kalam Cosmological argument about David Hilbert's Hotel and Actual Infinites. W...
Nuestro blog: http://ciencias-jovenes.blogspot.com.es/ El Hotel Infinito de Hilbert es una construcción abstracta que interviene en varias metáforas inventad...
hilbert hotel mormonism philip gregory religion debate religious god jesus hitchens hawking dawkins sproul lennox harris existence philosophy christ supernat...
http://en.wikipedia.org/wiki/Hilbert%27s_paradox_of_the_Grand_Hotel Basically, if a hotel is "full" then there will never be a room to accommodate a displaced traveler; those who give up their rooms will always find the next room occupied -- always, by definition of "full", no matter how many times the process happens.
HIlbert's Hotel. A math project about infinity and change. Cut out paper pop-ups + drawings and lots and lots of pictures and editing.
This programme tries to explain infinity by dramatising David Hilbert's paradoxical Grand Hotel.
Did you know that infinity comes in different sizes? Leave behind the finite world to accompany Manil Suri on a journey through the fascinating realms of the...
This is the second edition of my popular maths talk on Hilbert's Hotel. My blog is available at http://explainingmaths.wordpress.com/ This talk gives an intr...
01. Moby - Lie Down In Darkness (Radio Edit) (3:2 02. Afterlife - Let It Go (Original) (5:20) 03. Wayne Martin feat. DJ Friction - Diary (4:31) 04. Starbossa - Spacer (4:32) 05. Vincenzo & Rivera - Tu Estas Fatal (Never Kiss Me Again) (5:01) 06. Bloomfield - Club Noir (4:52) 07. Taxi - People Come Running (5:39) 08. Real XS - Letting Go (5:44) 09. Reel People feat. Dyanna Fearon - Butterflies (6:5 10. M.Age Project - Hilbert's Hotel (7:25) 11. York - Immortal (6:05) 12. Rivera Rotation - Can You Feel It (7:4 13. Meitz - Zwakalani (5:01) 14. Megashira - Silent Running (5:43)
Can anything be salvaged from the wreckage of Hilbert's Dream? A London Mathematical Society Popular Lecture by Professor Sir Timothy Gowers FRS.
This is a brief introduction to the modern mathematical views on infinity. I've tried to make it accessible to everybody; you don't need any mathematical kno...
Lecture with Ole Christensen. Kapitler: 00:00 - Repetition; 03:45 - R^n Is Banach; 07:00 - Inner Product; 14:00 - Example: C^n; 22:45 - What About ←V,Aw+Bu→;...
Formalismo: Espaco de Hilbert
Discussion about David HIlbert's programme from deductivism, finitism and the axiomatization of all branches of mathematics.
Mais um Seminário de Coisas Legais do ICMC-USP (www.icmc.usp.br/~legal) Parham Salehyan (UNESP, São José do Rio Preto) apresentou o seguinte seminário: Dados...
Logic for CS by Dr. S. Arun Kumar, Department of Computer Science and Engineering, IIT Delhi. For more details on NPTEL visit http://nptel.iitm.ac.in.
Mathematics Story | Talk. 1| Hilbert's Problems | Recorded Lecture Part 1 -----------------------------------------------------------------------------------...
Mathematics Story | Talk. 1| Hilbert's Problems | Recorded Lecture Part 1 -----------------------------------------------------------------------------------...
Topics: reproducing kernel Hilbert space, kernel perceptron algorithm and analysis Lecturer: Geoff Gordon
Patrick Aidan Heelan, S.J. in conversation with Babette Babich.
更多課程請前往http://www.powercam.cc/chli 本單元中利用大量的例子與圖形來介紹下面兩大主題: 1. 給定kernel function後,如何創造出其相對應的feature mapping與feature space。 2. 給定feature mapping後,其相對應的kernel ...
Hilbert Logic And Hilbert-Huang Logic
This is the first part of a series. The text of this presentation can be downloaded from http://www.e-physics.eu/TheHilbertBookModel_text.pdf . The Hilbert B...
Logic for CS by Dr. S. Arun Kumar, Department of Computer Science and Engineering, IIT Delhi. For more details on NPTEL visit http://nptel.iitm.ac.in.
平成25年度HiSEP特別セミナー 講演者:フランス ブルゴーニュ数学研究所 Dr.Adrien Dubouloz 日時:平成25年11月14日(木) 16:20~17:50 場所:埼玉大学理学部講義実験棟1F 1番教室 【概要】 We all learned at school that the "area" ...
Logic for CS by Dr. S. Arun Kumar, Department of Computer Science and Engineering, IIT Delhi. For more details on NPTEL visit http://nptel.iitm.ac.in.
Курс: Schauder bases geometry in Hilbert spaces Лектор: Николай Никольский Канал: Санкт-Петербургский Государственный Университет (СПбГУ) ID 13878 Смотрите э...
Looking for cheap hotels nearest this location? Please chek it out here: http://bit.ly/cheaphotelsinfo Hilberts Hotel
لقد أنشأت هذا الفيديو باستخدام محرر فيديو YouTube (http://www.youtube.com/editor)
The final part of Hilbert's Hotel Paradox... or is it?
The fourth part of Hilbert's hotel paradox, on rational numbers and reals. Part One: http://www.youtube.com/watch?v=SLHiq7wZWWM Part Two: http://www.youtube....
The second part of Hilbert's hotel paradox. What's infinity plus infinity? Part One: http://www.youtube.com/watch?v=SLHiq7wZWWM Part Two: http://www.youtube.com/watch?v=_Dgro9vTTJQ Part Three: http://www.youtube.com/watch?v=BSwpVE7dOq0 Part Four: http://www.youtube.com/watch?v=XVSqPs4C16o
The third part of Hilbert's hotel paradox, on infinite sets of infinite sets. Part One: http://www.youtube.com/watch?v=SLHiq7wZWWM Part Two: http://www.youtu...
Introduction to Hilbert's hotel paradox -- a riddle about the nature of infinity. Part One: http://www.youtube.com/watch?v=SLHiq7wZWWM Part Two: http://www.y...
Kicking off the journey of Information, Distribution and Revolution through paradoxes... This video includes brief explanation of paradoxes and the particular paradoxes explained include :- 1. Barber Paradox 2. The Monty Hall Problem 3. Hilbert's Hotel Paradox 4. The Grandfather Paradox 5. Zeno's Paradox If you liked this video, please give it a thumbs up. Don't forget to comment; any kind of feedback would be appreciated. Also subscribe, because more content would be streaming through, soon with better representation. Tags : Paradox, paradox, paradoxes, physics, list, mystery, confusing, unexplained
Um hotel sem fim, sempre cheio de hóspedes, ajuda a explicar a natureza do infinito. Parte 4 de 6.
Breve historia sobre el infinito. Suscribete y Like
The fourth part of Hilbert's Hotel Paradox, on rational numbers and reals. Part One: http://www.youtube.com/watch?v=ZZ7ipq9T_bw Part Two: http://www.youtube....
A trip to the infinite hotel, turns out to be infinitely bad!
Swag is for boys, and class is for men.
les Niobides is an experimental musical project by the visual artist Jovan Radakovich. He composes all the music and plays all the instruments.
A crowd of between 40-50 protesters had gathered outside the Academy Plaza hotel in Dublin on Friday evening.
The Irish Times 2015-04-11The hotel itself is home to one of Tampa Bay's top restaurants, Pelagia Trattoria ... Hotel industry.
Tampabay.com 2015-04-11The Banyan Tree hotel has reaffirmed its commitment to supporting Takamaka primary school in improving its library.
Nation 2015-04-11About Karisma Hotels & Resorts: Karisma Hotels & Resorts, an award-winning luxury hotel collection ...
Seattle Post 2015-04-11wants to convert four office buildings on Route 146 into a hotel, restaurant and multi-family residences.
Times Union 2015-04-11The vacant four-acre site is next door to the Maui Beach Hotel ... Is there demand for hotels?
The Business Review 2015-04-11Danubius Hotels and Spa Nyrt ) Microsoft Word - 20150331_szavazati jog_eng ... Danubius Hotel and Spa Public Limited Company.
noodls 2015-04-11The Laxmi Vilas Palace is being refurbished ahead of the royal family's plans to convert it into a palace hotel.
The Times of India 2015-04-11The minister met staff from all sectors of the hotel, from reservations to maintenance and the kitchen.
Nation 2015-04-11Today, Hotels ... to seek nearby hotel deals, view upcoming reservations and locate their hotel via GPS.
Big News Network 2015-04-11Smoke billows from the roof of the Austin DoubleTree Suites by Hilton Hotel on 15th Street ... hotel.
The Business Review 2015-04-11... such as TMZ, mentioned as a "hotel sales exec" because she worked for a Los Angeles JW Marriott.
U~T San Diego 2015-04-11Regis hotels have collaborated again – this time in Istanbul ... in the chain's new Istanbul hotel.
Seattle Post 2015-04-11Hilbert's paradox of the Grand Hotel is a mathematical veridical paradox (a non-contradictory speculation that is strongly counter-intuitive) about infinite sets presented by German mathematician David Hilbert (1862–1943). David Hilbert posed this paradox in the 1920s to illustrate the mysterious properties of the infinite.
Consider a hypothetical hotel with countably infinitely many rooms, all of which are occupied – that is to say every room contains a guest. One might be tempted to think that the hotel would not be able to accommodate any newly arriving guests, as would be the case with a finite number of rooms.
Suppose a new guest arrives and wishes to be accommodated in the hotel. Because the hotel has infinitely many rooms, we can move the guest occupying room 1 to room 2, the guest occupying room 2 to room 3 and so on, and fit the newcomer into room 1. By repeating this procedure, it is possible to make room for any finite number of new guests.
It is also possible to accommodate a countably infinite number of new guests: just move the person occupying room 1 to room 2, the guest occupying room 2 to room 4, and in general room n to room 2n, and all the odd-numbered rooms will be free for the new guests.
William Lane Craig (born August 23, 1949) is an American analytic philosopher, philosophical theologian, and Christian apologist. He is known for his work in the philosophy of religion, philosophy of time, and the defense of Christian theism. One of his most notable contributions to the philosophy of religion is his defense of the Kalām cosmological argument, which is the most widely discussed argument for the existence of God in contemporary Western philosophy. In theology, he has also defended Molinism and the belief that God is, since Creation, subject to time.
Craig has authored or edited over 30 books, including The Kalām Cosmological Argument (1979), The Cosmological Argument from Plato to Leibniz (1980), Theism, Atheism, and Big Bang Cosmology (with Quentin Smith, 1993), Philosophical Foundations for a Christian Worldview (with J.P. Moreland, 2003) and Reasonable Faith: Christian Truth and Apologetics (3d edition, 2008).
Craig received a Bachelor of Arts degree in communications from Wheaton College, Illinois, in 1971 and two summa cum laude master's degrees from Trinity Evangelical Divinity School in Deerfield, Illinois, in 1975, in philosophy of religion and ecclesiastical history. He earned a Ph.D. in philosophy under John Hick at the University of Birmingham, England in 1977 and a Th.D. under Wolfhart Pannenberg at the University of Munich in 1984.