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- Arithmetic_circuit_complexity abstract "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 already computed. Arithmetic circuits give us a formal way for understanding the complexity of computing polynomials. The basic type of question in this line of research is `what is the most efficient way for computing a given polynomial f?'.".
- Arithmetic_circuit_complexity thumbnail ArithmeticCircuit.svg?width=300.
- Arithmetic_circuit_complexity wikiPageID "21890324".
- Arithmetic_circuit_complexity wikiPageRevisionID "587323767".
- Arithmetic_circuit_complexity hasPhotoCollection Arithmetic_circuit_complexity.
- Arithmetic_circuit_complexity subject Category:Circuit_complexity.
- Arithmetic_circuit_complexity comment "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 already computed. Arithmetic circuits give us a formal way for understanding the complexity of computing polynomials. The basic type of question in this line of research is `what is the most efficient way for computing a given polynomial f?'.".
- Arithmetic_circuit_complexity label "Arithmetic circuit complexity".
- Arithmetic_circuit_complexity sameAs m.05p269d.
- Arithmetic_circuit_complexity sameAs Q4791120.
- Arithmetic_circuit_complexity sameAs Q4791120.
- Arithmetic_circuit_complexity wasDerivedFrom Arithmetic_circuit_complexity?oldid=587323767.
- Arithmetic_circuit_complexity depiction ArithmeticCircuit.svg.
- Arithmetic_circuit_complexity isPrimaryTopicOf Arithmetic_circuit_complexity.
