Natural Logarithm of 10 (Log(10))
How I set the world record for the Natural Logarithm of 10 (Log(10)).
Posts by Year
2020
Natural Logarithm of 2 (Log(2))
How I set the world record for the Natural Logarithm of 2 (Log(2)).
Breaking the Pi World Record?
Here I make a qualitative cost/time estimate on the feasibility and what is required for computing the next world record for Pi and the necessary other steps...
Apéry’s Constant
How I set the world record for Apéry’s constant.
ISC High Performance 2020 Digital
ISC High Performance 2020 Digital has been held virtually online because of COVID-19 from May 22nd to May 25th.
Algorithms and Significance of Major Mathematical Constants: Part 2
This is the second post of a series in overviewing major mathematical constants that are computed to set a world record, their difficulties, and mathematical...
Optimizing y-cruncher to Actually Set World Records
Now we get real. We overview the technical aspects of y-cruncher and what should be optimized and configured for the fastest throughput possible in a system ...
Algorithms and Significance of Major Mathematical Constants: Part 1
I provide an overview of major mathematical constants that are computed to set a world record, their difficulties, and mathematical significance.
Euler-Mascheroni Constant
How I went on to break the world record of perhaps the hardest and the third most important mathematical constant.
2019
Catalan’s Constant
How I set the world record for Catalan’s constant.
Lemniscate Constant
How I set my first world record for a mathematical constant.
My Expedition to Machine-Generated Music Using Tensorflow Magenta, Part 2: Linkin Park Continued
The second series of restoring Linkin Park’s music using Tensorflow Magenta.
My Expedition to Machine-Generated Music Using Tensorflow Magenta, Part 1: Linkin Park
Linkin Park fans cannot forget their music. Sadly, we cannot hear it again, due to Chester Bennington’s death. I have tried to generate music based on machin...
2018
An Interesting Programming Problem on Float Type Errors
An interesting programming problem related to float precision.
2017
Calculation Results for e up to 100,000,000,000 Digits
Calculation of the first 100,000,000,000 digits of e, the base of the natural logarithm, both in decimal and hexadecimal digits.
Calculation Results for the Golden Ratio up to 5,000,000,000 Digits
Calculation of the first 5,000,000,000 digits of the Golden Ratio, both in decimal and hexadecimal digits.
Calculation Results for Pi up to 50,000,000,000 Digits
Calculation of the first 50,000,000,000 digits of Pi (π), both in decimal and hexadecimal digits.