Re:SageMath – Open-Source Mathematical Software System
by calhoun137 on Sunday September 16, 2018 @07:46AM
(#17998453)
Hi deepakkarki,
I prefer to only correspond with serious mathematicians, and for fun recently I have been using Sage to work through Mochizuki's paper on Inter-universal Teichmüller theory, I got a little stuck on this passage, if you can explain it to me I will tell you more about my project:
"In the first three papers of the series, we introduced and studied the theory surrounding the log-theta-lattice, a highly non-commutative two-dimensional diagram of “miniature models of conventional scheme theory”, called Θ±ell NF-Hodge theaters, that were associated, in the first paper of the series, to certain data, called initial Θ-data. This data includes an elliptic curve EF over a number field F , together with a prime number l ≥ 5. Consideration of various properties of the log-theta-lattice led naturally to the establishment, in the third paper of the series, of multiradial algorithms for constructing “splitting monoids of LGP-monoids”.
Just Kidding!!!!! I sent you an email =) Thanks so much for your interest in this project, looking forward to hearing more about what you are working on as well. Cheers!
I prefer to only correspond with serious mathematicians, and for fun recently I have been using Sage to work through Mochizuki's paper on Inter-universal Teichmüller theory, I got a little stuck on this passage, if you can explain it to me I will tell you more about my project:
"In the first three papers of the series, we introduced and studied the theory surrounding the log-theta-lattice, a highly non-commutative two-dimensional diagram of “miniature models of conventional scheme theory”, called Θ±ell NF-Hodge theaters, that were associated, in the first paper of the series, to certain data, called initial Θ-data. This data includes an elliptic curve EF over a number field F , together with a prime number l ≥ 5. Consideration of various properties of the log-theta-lattice led naturally to the establishment, in the third paper of the series, of multiradial algorithms for constructing “splitting monoids of LGP-monoids”.
Just Kidding!!!!! I sent you an email =) Thanks so much for your interest in this project, looking forward to hearing more about what you are working on as well. Cheers!