We recently concluded a very large mathematical calculation, uncovering objects that until recently were widely considered to be forever inaccessible to computation. Our computations stem from the “BBP ” formula for pi, which was discovered in 1997 using a computer program implementing the “PSLQ ” integer relation algorithm. This formula has the remarkable propert
Pi is the ratio of the circumference of a circle to its diameter. It is known to be irrational and i...
We present a new record on computing specific bits of pi, the mathematical constant, and discuss per...
It is remarkable that the algorithm illustrated in Table 1, which uses no floating-point arithmetic,...
We recently concluded a very large mathematical calculation, uncovering objects that until recently ...
Around 1700, renowned mathematicians started using arctangent identities to find digits of Pi. Their...
This paper presents a catalogue of mathematical formulas and iterative algorithms for evaluating the...
The 'Bailey-Borwein-Plouffe' (BBP) algorithm for {pi} is based on the BBP formula for {pi}, which wa...
A 1996 paper by the author, Peter Borwein and Simon Plouffe showed that any mathematical constant gi...
This book contains a compendium of 25 papers published since the 1970s dealing with pi and associate...
This paper presents a catalogue of mathematical formulas and iterative algorithms for evaluating the...
This article gives a brief history of the analysis and computation of the mathematical constant Pi=3...
The paper describes an interesting (and unexpected) application of the Fast Fourier transform in num...
The paper describes an interesting (and unexpected) application of the Fast Fourier transform in num...
for providing expert advice on the use of Access Grid Rooms to overcome Australia’s ‘tyranny of dist...
The Bodleian library holds a manuscript containing mathematical tables and a calculation of Pi to 15...
Pi is the ratio of the circumference of a circle to its diameter. It is known to be irrational and i...
We present a new record on computing specific bits of pi, the mathematical constant, and discuss per...
It is remarkable that the algorithm illustrated in Table 1, which uses no floating-point arithmetic,...
We recently concluded a very large mathematical calculation, uncovering objects that until recently ...
Around 1700, renowned mathematicians started using arctangent identities to find digits of Pi. Their...
This paper presents a catalogue of mathematical formulas and iterative algorithms for evaluating the...
The 'Bailey-Borwein-Plouffe' (BBP) algorithm for {pi} is based on the BBP formula for {pi}, which wa...
A 1996 paper by the author, Peter Borwein and Simon Plouffe showed that any mathematical constant gi...
This book contains a compendium of 25 papers published since the 1970s dealing with pi and associate...
This paper presents a catalogue of mathematical formulas and iterative algorithms for evaluating the...
This article gives a brief history of the analysis and computation of the mathematical constant Pi=3...
The paper describes an interesting (and unexpected) application of the Fast Fourier transform in num...
The paper describes an interesting (and unexpected) application of the Fast Fourier transform in num...
for providing expert advice on the use of Access Grid Rooms to overcome Australia’s ‘tyranny of dist...
The Bodleian library holds a manuscript containing mathematical tables and a calculation of Pi to 15...
Pi is the ratio of the circumference of a circle to its diameter. It is known to be irrational and i...
We present a new record on computing specific bits of pi, the mathematical constant, and discuss per...
It is remarkable that the algorithm illustrated in Table 1, which uses no floating-point arithmetic,...
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