(49/50) Pellian Equations
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12-27-2023, 12:56 PM
(This post was last modified: 12-27-2023 09:24 PM by Albert Chan.)
Post: #3
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RE: (49/50) Pellian Equations
(12-26-2023 08:38 PM)John Keith Wrote: If the negative solution was computed and (x² − d*y²) = -1 (x² − d*y²)² = 1 (x² + d*y²)² − d*(2xy)² = 1 Some number theory book prefer solution (x,y) in the form z = x + y*√d z * conj(z) = -1 z² * conj(z²) = 1 z² = (x + y*√d)² = (x² + d*y²) + (2xy)*√d |
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(49/50) Pellian Equations - John Keith - 12-26-2023, 08:38 PM
RE: (49/50) Pellian Equations - Gerald H - 12-27-2023, 06:30 AM
RE: (49/50) Pellian Equations - Albert Chan - 12-27-2023 12:56 PM
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