izvor podataka: crosbi
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Diophantine quadruples in Z[i][X] (CROSBI ID 678629)
Prilog sa skupa u zborniku | sažetak izlaganja sa skupa
Jurasić, Ana
Diophantine quadruples in Z[i][X]. 2019
Podaci o odgovornosti
Jurasić, Ana
engleski
Diophantine quadruples in Z[i][X]
In this paper we prove that every Diophantine quadruple in Z[i][X] is regular. More precisely, we prove that if {; ; a, b, c, d}; ; is a set of four non-zero polynomials from Z[i][X], not all constant, such that the product of any two of its distinct elements increased by 1 is a square of a polynomial from Z[i][X], then (a + b − c − d)^2 = 4(ab + 1)(cd + 1).
Diophantine m-tuples ; polynomials
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Podaci o prilogu
2019.
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Podaci o matičnoj publikaciji
Podaci o skupu
REPRESENTATION THEORY XVI
predavanje
24.06.2019-29.06.2019
Dubrovnik, Hrvatska
Povezanost rada
Povezane osobe
Povezane ustanove