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![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
![Image for the paper "On the distribution of quadratic residues"](/media/qrf0i6-slgfhbwhp.png)
Quadratic residues
Combinatorics
Additive combinatorics sheds light on the distribution of the set of squares in the prime field, revealing a new upper bound for the number of gaps.
On the distribution of quadratic residues
Submitted (2023)
Submitted (2023)