Pages that link to "Item:Q4682926"
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The following pages link to Characterizations of the Differential Uniformity of Vectorial Functions by the Walsh Transform (Q4682926):
Displaying 12 items.
- On APN exponents, characterizations of differentially uniform functions by the Walsh transform, and related cyclic-difference-set-like structures (Q1727338) (← links)
- New links between nonlinearity and differential uniformity (Q1734670) (← links)
- Determining the Walsh spectra of Taniguchi's and related APN-functions (Q2007708) (← links)
- On the differential properties of the power mapping \(x^{p^m + 2}\) (Q2081337) (← links)
- Explicit values of the DDT, the BCT, the FBCT, and the FBDT of the inverse, the Gold, and the Bracken-Leander S-boxes (Q2096656) (← links)
- On those multiplicative subgroups of \({\mathbb F}_{2^n}^\ast\) which are Sidon sets and/or sum-free sets (Q2114773) (← links)
- Trims and extensions of quadratic APN functions (Q2119950) (← links)
- Survey on recent trends towards generalized differential and boomerang uniformities (Q2154879) (← links)
- Low differentially uniform permutations from the Dobbertin APN function over \(\mathbb{F}_{2^n} \) (Q2231725) (← links)
- Investigations on \(c\)-boomerang uniformity and perfect nonlinearity (Q2231773) (← links)
- Using double Weil sums in finding the \(c\)-boomerang connectivity table for monomial functions on finite fields (Q6115437) (← links)
- On the APN-ness and differential uniformity of some classes of \((n,n)\)-functions over \(\mathbb{F}_2^n\) (Q6548435) (← links)
