Pages that link to "Item:Q2358422"
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The following pages link to Several classes of Boolean functions with few Walsh transform values (Q2358422):
Displaying 16 items.
- Boolean functions with two distinct Walsh coefficients (Q429781) (← links)
- Several new classes of (balanced) Boolean functions with few Walsh transform values (Q825941) (← links)
- Boolean functions with four-valued Walsh spectra (Q904952) (← links)
- Two infinite classes of rotation symmetric bent functions with simple representation (Q1647742) (← links)
- Several infinite families of \(p\)-ary weakly regular bent functions (Q1783727) (← links)
- Boolean functions whose Fourier transform is concentrated on the first two levels. (Q1866179) (← links)
- Wide minimal binary linear codes from the general Maiorana-Mcfarland class (Q2035453) (← links)
- Constructing totally disjoint spectra plateaued functions and searching five-value spectrum functions in odd variables (Q2078846) (← links)
- Recursions for modified Walsh transforms of some families of Boolean functions (Q2080682) (← links)
- Boolean functions with six-valued Walsh spectra and their application (Q2119846) (← links)
- Counting Boolean functions with specified values in their Walsh spectrum (Q2349628) (← links)
- Several classes of bent functions over finite fields (Q2698332) (← links)
- Infinite families of five-valued Walsh spectrum Boolean functions (Q5043886) (← links)
- Several Classes of Boolean Functions with Four-Valued Walsh Spectra (Q5357507) (← links)
- Generic construction of Boolean functions with a few Walsh transform values of any possible algebraic degree (Q6112189) (← links)
- Using \(P_\tau\) property for designing bent functions provably outside the completed Maiorana-McFarland class (Q6591965) (← links)
