An interpolation theorem in equational logic

P.H. Rodenburg; R.J. van Glabbeek

An interpolation theorem in equational logic

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Abstract / Description of output

In a natural formulation, Craig's interpolation theorem is shown to hold for quational logic. We also discuss the prevalent claims that equational logic does not have the interpolation property.

Original language	English
Place of Publication	Amsterdam
Number of pages	16
Publication status	Published - 1988

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title = "An interpolation theorem in equational logic",

abstract = "In a natural formulation, Craig's interpolation theorem is shown to hold for quational logic. We also discuss the prevalent claims that equational logic does not have the interpolation property. ",

author = "P.H. Rodenburg and {van Glabbeek}, R.J.",

year = "1988",

language = "English",

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AU - Rodenburg, P.H.

AU - van Glabbeek, R.J.

PY - 1988

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N2 - In a natural formulation, Craig's interpolation theorem is shown to hold for quational logic. We also discuss the prevalent claims that equational logic does not have the interpolation property.

AB - In a natural formulation, Craig's interpolation theorem is shown to hold for quational logic. We also discuss the prevalent claims that equational logic does not have the interpolation property.

M3 - Other report

BT - An interpolation theorem in equational logic

CY - Amsterdam

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An interpolation theorem in equational logic

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