Hall's conjecture
In mathematics, Hall's conjecture is an open question, as of 2015, on the differences between perfect squares and perfect cubes. It asserts that a perfect square y2 and a perfect cube x3 that are not equal must lie a substantial distance apart. This question arose from consideration of the Mordell equation in the theory of integer points on elliptic curves. The original version of Hall's conjecture, formulated by Marshall Hall, Jr. in 1970, says that there is a positive constant C such that for any integers x and y for which y2 ≠ x3, 4478849284284020423079182 - 58538865167812233 = -1641843,
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Hall's conjecture
In mathematics, Hall's conjecture is an open question, as of 2015, on the differences between perfect squares and perfect cubes. It asserts that a perfect square y2 and a perfect cube x3 that are not equal must lie a substantial distance apart. This question arose from consideration of the Mordell equation in the theory of integer points on elliptic curves. The original version of Hall's conjecture, formulated by Marshall Hall, Jr. in 1970, says that there is a positive constant C such that for any integers x and y for which y2 ≠ x3, 4478849284284020423079182 - 58538865167812233 = -1641843,
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En matemáticas, la conjetura d ...... s enteros en curvas elípticas.
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In matematica, la congettura d ...... teoria delle curve ellittiche.
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In mathematics, Hall's conject ...... as thenearest integer to x3/2.
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Гипотеза Холла — нерешённая на ...... формулирована Холлом в 1971 г.
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En matemáticas, la conjetura d ...... s enteros en curvas elípticas.
@es
In matematica, la congettura d ...... teoria delle curve ellittiche.
@it
In mathematics, Hall's conject ...... 58538865167812233 = -1641843,
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Гипотеза Холла — нерешённая на ...... формулирована Холлом в 1971 г.
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Congettura di Marshall Hall
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Conjetura de Hall
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Hall's conjecture
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Гипотеза Холла
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