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Cutter

Autor: Edward T O'Neill; Brian F Lavoie; Jeffrey A Young; Patrick D McClain; Forest Press.
Editorial: [Dublin, Ohio] : OCLC Online Computer Library Center, Inc.
Edición/Formato:  Libro-e : Inglés (eng)
Resumen:
OCLC's expanded cutter tables balance the distribution of main entries over the cutter table entries and eliminate some of the manual processing required to complete call numbers in Dewey classes with extensive holdings. The expanded cutter tables are compatible with existing two-figure or three-figure schemes, but also include new features that enhance their versatility and facilitate algorithmic cuttering.
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Detalles

Tipo de material: Recurso en Internet
Tipo de documento: Recurso en Internet
Todos autores / colaboradores: Edward T O'Neill; Brian F Lavoie; Jeffrey A Young; Patrick D McClain; Forest Press.
Número OCLC: 44279361
Notas: Title from title screen.
Detalles: Mode of access: World Wide Web.
Contenido: Introduction --
Background --
Editing the Cutter Tables --
Creating a Test File --
Analyzing the Distribution of Main Entries --
Entropy Analysis --
Four-Figure Cutter Tables --
Level of expansion --
Four-figure expansion --
Analysis of the four-figure tables --
Algorithmic Cuttering Using the Four-Figure Tables --
Conclusion --
Appendix 1 Cuttering Guidelines --
Appendix 2 Section of the Four-Figure Cutter Table --
Appendix 3 Section of the Four-Figure Cutter-Sanborn Table --
References.
Otros títulos: OCLC special report: four-figure cutter tables

Resumen:

OCLC's expanded cutter tables balance the distribution of main entries over the cutter table entries and eliminate some of the manual processing required to complete call numbers in Dewey classes with extensive holdings. The expanded cutter tables are compatible with existing two-figure or three-figure schemes, but also include new features that enhance their versatility and facilitate algorithmic cuttering.

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Datos enlazados


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schema:description"OCLC's expanded cutter tables balance the distribution of main entries over the cutter table entries and eliminate some of the manual processing required to complete call numbers in Dewey classes with extensive holdings. The expanded cutter tables are compatible with existing two-figure or three-figure schemes, but also include new features that enhance their versatility and facilitate algorithmic cuttering."
schema:description"Introduction -- Background -- Editing the Cutter Tables -- Creating a Test File -- Analyzing the Distribution of Main Entries -- Entropy Analysis -- Four-Figure Cutter Tables -- Level of expansion -- Four-figure expansion -- Analysis of the four-figure tables -- Algorithmic Cuttering Using the Four-Figure Tables -- Conclusion -- Appendix 1 Cuttering Guidelines -- Appendix 2 Section of the Four-Figure Cutter Table -- Appendix 3 Section of the Four-Figure Cutter-Sanborn Table -- References."
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