> On Mar 21, 2020, at 5:36 PM, Justin Scarfy wrote: > >  > I am applying > I recently came across a youtube video with a talking alien who says our this* universe ($3$-dimensional+ time in this $11$-dimensional universe, due to string theory, is stable by chance [among the multiverses]) is stable by chance… > https://www.youtube.com/watch?v=Avy6HGv4Ao4& > > if this is true, then for what other $n$ are $n$-dimensional universes stable? > > What if we can create a universe [maybe in programming] that is of a different dimension than the one we are currently living inside > and physically move in there? > String theory tells us that our universe is of 11-dimensional > and what dimension of creature would you want to become if you were given the chance to choose your dimension? > recall 'what is it like to be a bat’- https://en.wikipedia.org/wiki/What_Is_It_Like_to_Be_a_Bat%3F > now you are a 3-dimensional creature in this 11-dimesional universe, due to string theory > Maybe once we directly detect multiverses/ can enter one of the multiverses in the dimension of your choice, and in the dimension you want to become 😉? If you are now an $n$-dimensional creature in an $m$-dimensional universe, what kind of entertainment / political system is available? E.g., dancing is possible in this universe as this universe is of 3-spacial dimensional, but might be unavailable in other dimensional universes, i.e., there may be no gravitational force in other dimensional universes; authoritarian regime is THE only available possible political system in a $2$-dimensional universe, e.g., video games such as Starcraft, but democracy [and the US adaptation of democracy] is available [possible] in this universe as this universe is of $3$-spacial dimensional. -Justin > -Justin > >> On Friday, March 20, 2020 at 4:02:06 AM UTC-7, Anders Mörtberg wrote: >> The Department of Mathematics at Stockholm University invites >> applications for PhD positions in Computational Mathematics. A >> prospective student will have the opportunity to engage in exciting >> research related to type theory, HoTT/UF, constructive mathematics, >> programming language theory and category theoretic foundations. >> >> The student will be part of the newly founded Computational >> Mathematics division. It will also be possible to collaborate with >> other groups in the department, such as the Mathematical Logic group >> (with experts on constructive mathematics and type theory like Per >> Martin-Löf and Peter LeFanu Lumsdaine) and the Algebra, Geometry, >> Topology, and Combinatorics group. >> >> For further information and instructions on how to apply see >> >> https://www.su.se/english/about/working-at-su/phd?rmpage=job&rmjob=11944&rmlang=UK >> >> The deadline for application is April 23, 2020. >> >> Some potential project ideas can be found at >> >> https://www.math.su.se/english/education/phd-studies/research-projects/possible-research-projects-in-computational-mathematics-1.430102#m%C3%B6rtberg >> >> If you are interested in applying and have any questions feel free to >> contact me! >> >> -- >> Anders Mörtberg >> https://staff.math.su.se/anders.mortberg/ > > -- > You received this message because you are subscribed to the Google Groups "Homotopy Type Theory" group. > To unsubscribe from this group and stop receiving emails from it, send an email to HomotopyT...@googlegroups.com. > To view this discussion on the web visit https://groups.google.com/d/msgid/HomotopyTypeTheory/c5afec09-e5f5-4dd2-a0f7-bb9ca2368457%40googlegroups.com.