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Algebraic normal form

Algebraic normal form (ANF) is a representation of functions in boolean algebra. Formulas written in ANF are also known as ring sum normal form (RSNF or RNF), Zhegalkin polynomials (Russian: полиномы Жегалкина), or Positive Polarity (or parity) Reed–Muller expansions (PPRM). These terms describe a way of writing propositional logic formulas in one of…

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Formal properties

Common uses

Performing operations within algebraic normal form

Method of computation

Möbius transformation

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Algebraic normal form

Nodes63
Edges62
Triples15
Avg. degree1.97
Density0.031746
Components1

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Algebraic normal form

Top relations

related to Reed–Muller expansions and related research · 12
Algebraic normal form → An, Boolean Problems, Choosing, ESOP, FPRM, International Workshop, More, Muller, Muller Workshop, Reed, Since, The

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Important terminology

zhegalkin displaystyle polynomial boolean function table coefficients variables form anf normal logical cell oplus example cells logic polynomials linear variable

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SubjectPredicateObjectConfidenceSrc
3x2y5z is congruent toinstance ofHence a polynomial0.80text
and can therefore be rewritten asinstance ofHence a polynomial0.80text
xyzinstance ofHence a polynomial0.80text
Algebraic normal formrelated to Reed–Muller expansions and related researchThe0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchMore0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchReed0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchMuller0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchFPRM0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchChoosing0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchAn0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchESOP0.60section
Algebraic normal formrelated to Reed–Muller expansions and related researchSince0.60section

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