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Dimensions | Chapter 4

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Erkannte Entitäten
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on more John
rules there eyes I'm but theorist whose
fate is in three-dimensional space Mr. dimension to now In the same way we can study this year in four-dimensional space it contains all the points that share the same distance from a center point but now to determine the position of the points on this saying we need 3 numbers and this means that the dimension streak and of course we will call it S 3 I am Armed men I you will not be able to see this four-dimensional space because your space has any three-dimensional and the screen when has to I can only call upon your imagination To get a better understanding of four-dimensional 20 he drew he do what lose did Mrs. three-dimensional fully he chose the a beef is to fight them so that is known being a what he calls and then projectors demographically onto the plane now all Carter this time would inflate the poorly he dreams until its faces laminitis state in full banks and predicts demographically back into own 3 space Have Wong the rule law a I'm going up to the north all of us here space but an art project to them to you In Your 3 space you can't see why am just remember how the visits could see they teams manned by a tough on his viewpoint time a mail way in exactly the same situation a the rule at Bay about a 3rd year His simplex you could see its fine to and from a high of I cool In his view it is a centered on my can do there so now we have a situation like that of the three-dimensional pulling teacher projectors demographically onto a plane dead I he's hypercube ceased to recognize it from its 52 ages 16 and you'll now seeing things with similar to easy them with the shed a method of the three-dimensional cross sections dear he's a 20 full South With 24 fantasies I'm 96 edits got a letter saying I don't Hi I'm a bit finally am 20 sound a poem calm or calm hour stay on truth I call on you and it bit and 600 South do do do did add Cat Cat Tom Tom germ can that came they don't do blue if that's at the two-dimensional faces tickets and even better here the simplex with 10 triangular faces Europe of course these two-dimensional faces pieces
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does say sir he's the 120 self let's try
to understand its geometry better Brazil bridge Abbas the authorities start a teacher a Dale D. B. a year my shipped 2 dimensional face is attempting to enter 720 720 Pentagon's 100 20
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years and its 120
trust me there are 14
thousand 400 symmetries for space which presented a subject plant Picchi a to drew to do did a pop time bear on their payroll bore G they way down but our 1st of voyage into the 4th dimension a dimension full
of amazing things are of course a mathematicians imagination isn't limited to the 4th dimension neither face stakes and dementia and even the intranet dimension
each dimension has its own character but it has to be said that the for freeze the the prettiest y
maybe because after all has a sort of physical reality to Einstein's relativity theory dating from the early 20th century postulates space and time I
somehow bound together into a four-dimensional space time there appointing a space ton is an event characterized spies position in space X what is it and by the time T 1 attacker who dating with honor today sticks physics therefore requires an understanding a four-dimensional geometry did there it is interesting to note that the discovery of four-dimensional geometry proceeds by some 50 years and discovery of relativity is 1 of the many interactions between mathematics and physics and the history of stance delights I don't care polls In that poll do you do more my
among my E. we is only if before they are on a hazy d Kyle a how E is or
Ebene
Punkt
Ortsoperator
Hausdorff-Dimension
Zahlenbereich
Schlussregel
BAYES
Gesetz <Physik>
Physikalische Theorie
Raum-Zeit
Dreieck
Streuquerschnitt
Simplexverfahren
Hausdorff-Dimension
Dimensionsanalyse
Dimension 3
Vorlesung/Konferenz
Projektive Ebene
Abstand
Dimension 4
Aggregatzustand
Dimension 2
Projektive Ebene
Raum-Zeit
Computeranimation
Kreisbogen
Exakter Test
Computeranimation
Exakter Test
Computeranimation
Computeranimation
Computeranimation
Exakter Test
Computeranimation
Computeranimation
Gewicht <Mathematik>
Geometrie
Computeranimation
Computeranimation
Symmetrie
Hausdorff-Dimension
Raum-Zeit
Computeranimation
Hausdorff-Dimension
Mathematikerin
Gefrieren
Computeranimation
Mathematik
Ortsoperator
Sortierte Logik
Physikalismus
Relativitätstheorie
Dimension 4
Geometrie
Raum-Zeit
Ereignishorizont
Minkowski-Metrik
Computeranimation
Dimensionsanalyse
Grothendieck-Topologie
Computeranimation

Metadaten

Formale Metadaten

Titel Dimensions | Chapter 4
Serientitel Dimensions
Teil 4
Anzahl der Teile 9
Autor Leys, Joe (Images and Animations)
Ghys, Étienne (Scenario and Mathematics)
Alvarez, Aurélien (Image Rendering and Post-production)
Mitwirkende Bullet, Shaun (Speaker)
Delong, Matt (Speaker)
Guaschi, John (Speaker)
McLeod, Kevin (Music)
Ghys, Florent (Music)
Lizenz CC-Namensnennung - keine kommerzielle Nutzung - keine Bearbeitung 3.0 Unported:
Sie dürfen das Werk bzw. den Inhalt in unveränderter Form zu jedem legalen und nicht-kommerziellen Zweck nutzen, vervielfältigen, verbreiten und öffentlich zugänglich machen, sofern Sie den Namen des Autors/Rechteinhabers in der von ihm festgelegten Weise nennen.
DOI 10.5446/14700
Herausgeber Joe Leys, Étienne Ghys, Aurélien Alvarez
Erscheinungsjahr 2008
Sprache Englisch
Produzent École Normale Supérieure de Lyon (ENS-Lyon)

Inhaltliche Metadaten

Fachgebiet Mathematik

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