Pages that link to "Item:Q5236482"

The following pages link to A simple criterion for the class number of a quadratic number field to be one (Q5236482):

Displaying 14 items.

• Class number one quadratic fields and solvability of some Pellian equations (Q558257) (← links)
• Prime producing quadratic polynomials and class-number one problem for real quadratic fields (Q750513) (← links)
• Prime producing quadratic polynomials and class number one or two (Q850504) (← links)
• Euler's famous prime generating polynomial and the class number of imaginary quadratic fields (Q1114765) (← links)
• Estimates of the Levy constant for \(\sqrt{p}\) and class number one criterion for \(\mathbb{Q}(\sqrt{p})\) (Q1807477) (← links)
• A complete determination of the complex quadratic fields of class-number one (Q2524853) (← links)
• Prime-producing cubic polynomials (Q2741202) (← links)
• Unique factorization in quadratic number fields (Q3988510) (← links)
• (Q4726348) (← links)
• Criteria for the class-number of quadratic fields to be 1, etc (Q4726349) (← links)
• A Quick Route to Unique Factorization in Quadratic Orders (Q4991620) (← links)
• Prime-generating quadratic polynomials (Q6070551) (← links)
• NECESSARY AND SUFFICIENT CONDITIONS FOR UNIQUE FACTORIZATION IN ℤ[(-1 + √<i>d</i>)/2] (Q6091037) (← links)
• Prime producing quadratic polynomials associated with real quadratic fields of class-number one (Q6155561) (← links)