Pages that link to "Item:Q2777972"
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The following pages link to On the size of Diophantine \(m\)-tuples (Q2777972):
Displaying 26 items.
- \(D(-1)\)-triples of the form \(\{1,b,c\}\) in the ring \(\mathbb Z[\sqrt{-t}]\), \(t>0\) (Q310734) (← links)
- On the \(D(- 1)\)-triple \(\{ 1,k^{2}+1,k^{2}+2k+2\}\) and its unique \(D(1)\)-extension (Q607043) (← links)
- Extensions of the \(D(\mp k^2)\)-triples \(\{k^2,k^2 \pm 1, 4k^2 \pm 1\}\) (Q987570) (← links)
- On the family of Diophantine triples \(\{k+1,4k,9k+3\}\) (Q1046810) (← links)
- On a family of Diophantine triples \(\{k,A^2k+2A,(A+1)^2k+2(A+1)\}\) with two parameters (Q1046923) (← links)
- The Hoggatt-Bergum conjecture on \(D(-1)\)-triples \(\{F_{2k+1}\), \(F_{2k+3}\), \(F_{2k+5}\}\) and integer points on the attached elliptic curves (Q1047546) (← links)
- A polynomial variant of a problem of Diophantus and Euler (Q1430421) (← links)
- An absolute bound for the size of Diophantine \(m\)-tuples (Q1597955) (← links)
- Triples which are \(D(n)\)-sets for several \(n\)'s (Q1679625) (← links)
- The Paley graph conjecture and Diophantine \(m\)-tuples (Q2010648) (← links)
- Diophantine quadruples in \(\mathbb{Z}[i][X]\) (Q2043719) (← links)
- Divisibility by 2 on quartic models of elliptic curves and rational Diophantine \(D(q)\)-quintuples (Q2150977) (← links)
- The extension of the \(D(-k)\)-pair \(\{k,k+1\}\) to a quadruple (Q2166162) (← links)
- A Pellian equation with primes and applications to \(D(-1)\)-quadruples (Q2272662) (← links)
- Diophantine quadruples with the properties \(D(n_1)\) and \(D(n_2)\) (Q2293120) (← links)
- On the largest element in \(D(n)\)-quadruples (Q2334360) (← links)
- Diophantine \(m\)-tuples for linear polynomials. II: Equal degrees (Q2472387) (← links)
- A polynomial variant of diophantine triples in linear recurrences (Q2694924) (← links)
- On a problem of Diophantus (Q2717587) (← links)
- ON THE SIZE OF SETS IN A POLYNOMIAL VARIANT OF A PROBLEM OF DIOPHANTUS (Q3067873) (← links)
- Diophantine \(m\)-tuples for primes (Q3367824) (← links)
- Generalized Diophantine 𝑚-tuples (Q5027189) (← links)
- Elliptic curve involving subfamilies of rank at least 5 over $\mathbb{Q}(t)$ or $\mathbb{Q}(t,k)$ (Q5165065) (← links)
- On the existence of \(D(-3)\)-quadruples over \(\mathbb{Z}\) (Q5871564) (← links)
- Triangular Diophantine tuples from {1, 2} (Q6065717) (← links)
- Explicit constructions of Diophantine tuples over finite fields (Q6612392) (← links)