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On Span Programs
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由 M Karchmer 著作被引用 668 次 — We introduce a linear algebraic model of computa- tion, the Span Program, and prove several upper and lower bounds on it. These results yield the following.
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On span programs | IEEE Conference Publication
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由 M Karchmer 著作1993被引用 668 次 — Abstract: A linear algebraic model of computation the span program, is introduced, and several upper and lower bounds on it are proved.
On span programs
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We introduce a linear algebraic model of computation, the Span Program, and prove several upper and lower bounds on it. These results yield the following.
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On span programs
IEEE Computer Society
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由 M Karchmer 著作1993被引用 668 次 — A linear algebraic model of computation the span program, is introduced, and several upper and lower bounds on it are proved.
[PDF] On span programs
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A linear algebraic model of computation the span program, a variant of Razborov's general approximation method, is introduced, and several upper and lower ...
Span Programs
Springer
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由 S Jukna 著作2001 — The size of the span program is the number of rows in the matrix. A span program is monotone if only positive literals are used as labels of the rows, i.e. ...
Span programs as a linear-algebraic representation of functions
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2019年6月8日 — Span programs are a linear-algebraic representation of functions. They originated in the work of Karchmer and Wigderson [KW93] on classical complexity.
On the Size of Monotone Span Programs
Departement Elektrotechniek (ESAT)
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由 V Nikov 著作被引用 23 次 — Abstract. Span programs provide a linear algebraic model of computa- tion. Monotone span programs (MSP) correspond to linear secret sharing schemes.
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[2005.01323] Span programs and quantum time complexity
arXiv
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由 A Cornelissen 著作2020被引用 14 次 — Span programs are an important model of quantum computation due to their tight correspondence with quantum query complexity.
(PDF) Span Programs
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2020年12月4日 — . Span programs provide a linear algebraic model of computation. Lower bounds for span programs imply lower bounds for formula size, symmetric ...
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