Berkeley Models of Grammars

This series invites an array of grammar types useful both as learning devices and as research tools. The freedom to break away from Latin and Greek grammar models, traditionally required, in particular of Indo-European historical languages, is respected and even urged when appropriate. On the other hand, the valuable genetic study of language should remain a sought-after, well-developed endeavor, and should not be lost to the present and future world of learning. Accordingly, the Berkeley Models of Grammars series seeks forward-looking, theoretically sophisticated methodologies which are at the same time relatively exhaustive or complete grammars of a given language at any period of its existence. This series invites an array of grammar types useful both as learning devices and as research tools. The freedom to break away from Latin and Greek grammar models, traditionally required, in particular of Indo-European historical languages, is respected and even urged when appropriate. On the other hand, the valuable genetic study of language should remain a sought-after, well-developed endeavor, and should not be lost to the present and future world of learning. Accordingly, the Berkeley Models of Grammars series seeks forward-looking, theoretically sophisticated methodologies which are at the same time relatively exhaustive or complete grammars of a given language at any period of its existence. This series invites an array of grammar types useful both as learning devices and as research tools. The freedom to break away from Latin and Greek grammar models, traditionally required, in particular of Indo-European historical languages, is respected and even urged when appropriate. On the other hand, the valuable genetic study of language should remain a sought-after, well-developed endeavor, and should not be lost to the present and future world of learning. Accordingly, the Berkeley Models of Grammars series seeks forward-looking, theoretically sophisticated methodologies which are at the same time relatively exhaustive or complete grammars of a given language at any period of its existence.

7 publications