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Parallel Prefix Computation

Journal of the ACM, 1980
Summary: The prefix problem is to compute all the products \(x_1\circ x_2\circ \ldots x_k\) for \(i\leq k\leq n\), where \(\circ\) is an associative operation. A recursive construction is used to obtain a product circuit for solving the prefix problem which has depth exactly \([\log_2n]\) and size bounded by \(4n\).
Richard E. Ladner, Michael J. Fischer
openaire   +2 more sources

The Prefix Fréchet Similarity

Computational Geometry, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Prefixes

2023
AbstractWe consider fragments of first-order logic (with and without equality) defined by means of standard quantifier prefix specifiers, over signatures containing no function symbols. We determine, in each case, the decidability and complexity of the (finite) satisfiability problem. Two of these results tower above the others.
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Reanalysis of Shipibo Stress Motivated By New Data on Prefixation

International Journal of American Linguistics, 2023
David W Fleck
exaly  

The Royal Prefix

Australasian Radiology, 1972
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SI prefixes

The British Journal of Radiology, 1977
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The prefix “en”

Notes and Queries, 1885
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ELEMENTS THAT ARE PREFIXES OR USED AS PREFIXES IN UZBEK

Tarihî gelişim seyri içinde farklı kültürel çevrelerin etkisiyle değişimler yaşamış olan Türk dili, yabancı unsurların dile girmesiyle sadece söz varlığı olarak değil söz yapımı konusunda da bu kültürlerin etkisinde kalmıştır. Doğrudan Çağataycaʻnın temsilcisi olan Özbekçe; Tacikçe, Arapça ve Farsçaʻnın büyük oranda etkilediği Türk lehçelerindendir ...
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Body-Part Prefixation in Kashibo-Kakataibo: Synchronic or Diachronic Derivation?

International Journal of American Linguistics, 2012
David W Fleck
exaly  

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