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In computational complexity theory, arithmetic circuits are the standard model for computing polynomials. Informally, an arithmetic circuit takes as inputs either variables or numbers, and is allowed to either add or multiply two expressions it has already computed. Arithmetic circuits provide a formal way to understand the complexity of computing polynomials. The basic type of question in this line of research is "what is the most efficient way to compute a given polynomial ?"

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  • Arithmetic circuit complexity (en)
  • 算术电路复杂性 (zh)
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  • In computational complexity theory, arithmetic circuits are the standard model for computing polynomials. Informally, an arithmetic circuit takes as inputs either variables or numbers, and is allowed to either add or multiply two expressions it has already computed. Arithmetic circuits provide a formal way to understand the complexity of computing polynomials. The basic type of question in this line of research is "what is the most efficient way to compute a given polynomial ?" (en)
  • 算术电路是指在计算复杂性理论中,计算多项式的一个计算模型。对于一个给定的域F,一个算术电路计算一个在F[x1,...,xn]中的多项式。它一般被认为是计算多项式最自然的计算模型,并可以看作是存储多项式的数据结构。而证明某些多项式如积和式在算术电路下需要操作步骤的下界问题是计算复杂性理论中的重要的未解决的问题。 (zh)
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  • In computational complexity theory, arithmetic circuits are the standard model for computing polynomials. Informally, an arithmetic circuit takes as inputs either variables or numbers, and is allowed to either add or multiply two expressions it has already computed. Arithmetic circuits provide a formal way to understand the complexity of computing polynomials. The basic type of question in this line of research is "what is the most efficient way to compute a given polynomial ?" (en)
  • 算术电路是指在计算复杂性理论中,计算多项式的一个计算模型。对于一个给定的域F,一个算术电路计算一个在F[x1,...,xn]中的多项式。它一般被认为是计算多项式最自然的计算模型,并可以看作是存储多项式的数据结构。而证明某些多项式如积和式在算术电路下需要操作步骤的下界问题是计算复杂性理论中的重要的未解决的问题。 (zh)
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