Pages that link to "Item:Q3825148"

The following pages link to Ramanujan, Modular Equations, and Approximations to Pi or How to Compute One Billion Digits of Pi (Q3825148):

Displaying 40 items.

• Level 16 analogue of Ramanujan's theories of elliptic functions to alternative bases (Q266604) (← links)
• Wallis' sequence estimated accurately using an alternating series (Q344134) (← links)
• An asymptotic approximation of Wallis' sequence (Q424091) (← links)
• High-precision computation: mathematical physics and dynamics (Q449457) (← links)
• Obituary: Jonathan M. Borwein (1951--2016). Homo sapiens, homo ludens (Q511951) (← links)
• Eisenstein series and Ramanujan-type series for \(1 / \pi\) (Q618839) (← links)
• Moments of Ramanujan's generalized elliptic integrals and extensions of Catalan's constant (Q719586) (← links)
• Ramanujan type \(1/\pi\) approximation formulas (Q740886) (← links)
• Infinite series identities derived from the very well-poised \(\Omega\)-sum (Q829650) (← links)
• Best \(k\)-digit rational approximation of irrational numbers: pre-computer versus computer era (Q928099) (← links)
• Golden ratio in science, as random sequence source, its computation and beyond (Q1004690) (← links)
• Ramanujan's Eisenstein series and new hypergeometric-like series for \(1/\pi ^{2}\) (Q1041625) (← links)
• Explicit Ramanujan-type approximations to pi of higher order (Q1108311) (← links)
• Approximating \(\pi\) with Ramanujan's modular equations (Q1264170) (← links)
• Brouwer-Heyting sequences converge (Q1272416) (← links)
• The quest for pi (Q1361163) (← links)
• Self-replication and Borwein-like algorithms (Q1623892) (← links)
• Birth, growth and computation of pi to ten trillion digits (Q1693543) (← links)
• Statistical analysis of the first digits of the binary expansion of Feigenbaum constants \(\alpha\) and \(\delta\) (Q1776670) (← links)
• The method for solving fixed point problem of \(G\)-nonexpansive mapping in Hilbert spaces endowed with graphs and numerical example (Q1985924) (← links)
• Best \(k\)-digit rational bounds for irrational numbers: pre- and super-computer era (Q2390176) (← links)
• An algorithm for multiple-precision floating-point multiplication (Q2485630) (← links)
• Level 14 and 15 analogues of Ramanujan's elliptic functions to alternative bases (Q2821676) (← links)
• On the rapid computation of various polylogarithmic constants (Q3127345) (← links)
• Rational analogues of Ramanujan's series for 1/π (Q3168441) (← links)
• Some comprehensive expressions for<i>π</i>and 1/<i>π</i> (Q3212173) (← links)
• The Borwein Brothers, Pi and the AGM (Q3298036) (← links)
• The wallis formula for PI, including two new expressions involving irrationals (Q4017024) (← links)
• (Q4377083) (← links)
• A Letter From the Editor: Jonathan M. Borwein (1951–2016) (Q4576555) (← links)
• (Q5104104) (← links)
• Jonathan Borwein: Renaissance Mathematician (Q5163929) (← links)
• Jonathan Borwein: Experimental Mathematician (Q5281706) (← links)
• The Rogers-Ramanujan continued fraction and a quintic iteration for $1/\pi$ (Q5308105) (← links)
• New proofs of Borwein-type algorithms for Pi (Q5506797) (← links)
• Approximation of \(G\)-variational inequality problems and fixed-point problems of \(G\)-\(\kappa\)-strictly pseudocontractive mappings by an intermixed method endowed with a graph (Q6067241) (← links)
• (Q6170923) (← links)
• Peter Borwein: a philosopher's mathematician (Q6592067) (← links)
• In memoriam: Peter Benjamin Borwein (1953--2020) (Q6592070) (← links)
• Algorithmic counting of nonequivalent compact Huffman codes (Q6631554) (← links)