Pages that link to "Item:Q2987023"

The following pages link to Solving<i>xz</i>=<i>y</i>²in Certain Subsets of Finite Groups (Q2987023):

Displaying 11 items.

• Progression-free sets in \(\mathbb{Z}_4^n\) are exponentially small (Q509698) (← links)
• Roth's theorem in \(\mathbb Z^n_4\) (Q847041) (← links)
• The equation \(s=(x^ 2y^ 2)^ 3y^ 2\) is solvable in the symmetric group on Z (Q1066257) (← links)
• Group homomorphisms \(h_i\) such that \(h_1(x_1)+\cdots+h_n(x_n)=y\) is solvable (Q1863530) (← links)
• The solutions of \(x^ d=1\) in finite groups (Q1911775) (← links)
• Roth-type theorems in finite groups (Q2509729) (← links)
• Sato-Tate groups of 𝑦²=𝑥⁸+𝑐 and 𝑦²=𝑥⁷-𝑐𝑥. (Q3187546) (← links)
• Three-term arithmetic progressions and sumsets (Q3612058) (← links)
• Popular progression differences in vector spaces II (Q5211015) (← links)
• SCHUR’S COLOURING THEOREM FOR NONCOMMUTING PAIRS (Q5244203) (← links)
• Complete type amalgamation for nonstandard finite groups (Q6574112) (← links)