Pages that link to "Item:Q2996308"
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The following pages link to A Combinatorial Approach to Sums of Two Squares and Related Problems (Q2996308):
Displaying 7 items.
- A computational substantiation of the \(d\)-step approach to the number of distinct squares problem (Q313771) (← links)
- A partition-theoretic proof of Fermat's two squares theorem (Q906492) (← links)
- Combinatorial proofs of the two-squares theorem and generalizations (Q1434087) (← links)
- New Looks at Old Number Theory (Q2846994) (← links)
- Representing integers as the sum of two squares in the ring \(\mathbb Z_n\) (Q2877901) (← links)
- A Short Proof of Fermat’s Two-square Theorem (Q3304746) (← links)
- Involutions associated with sums of two squares (Q4379582) (← links)