Provided here is an account, both syntactic and semantic, of first-order and monadic second-order quantification theory for domains that may be non-atomic. Although the rules of inference largely parallel those of classical logic, there are important differences in connection with the identification of argument places and the significance of the identity relation
Summary. Third of a series of articles laying down the bases for classical first order model theory....
Guided by a desire to eliminate language that refers to unobservable structure from mechanics, Ernst...
First-order formalisations are often preferred to propositional ones because they are thought to und...
ABSTRACT. Provided here is an account, both syntactic and semantic, of first-order and monadic secon...
This dissertation develops an inferentialist theory of meaning. It takes as a starting point that th...
This dissertation advances debates in modal metaphysics, philosophy of language and formal semantics...
The classical theory of quantification is subject to a number of dif-ficulties relating to contingen...
Abstract. First-order logic enjoys a nearly universal status as the language in which mathematics is...
ful framework is full second-order logic; however, this is intractable, in many ways. Monadic second...
Frege’s (1879, 1892) treatment of quantification is rightly regarded as a major advance in the study...
Second-order logic is the extension of first-order logic obtaining by introducing quantification of...
We present an expressive but decidable first-order system (named MAV1) defined by using the calculus...
Aim of the paper is to revise Boolos\u2019 reinterpretation of second-order monadic logic in terms o...
In this paper I will look for a first order parameterization of the theory of quandles. More specifi...
This paper deals with the logical form of quantified sentences. Its purpose is to elucidate one plau...
Summary. Third of a series of articles laying down the bases for classical first order model theory....
Guided by a desire to eliminate language that refers to unobservable structure from mechanics, Ernst...
First-order formalisations are often preferred to propositional ones because they are thought to und...
ABSTRACT. Provided here is an account, both syntactic and semantic, of first-order and monadic secon...
This dissertation develops an inferentialist theory of meaning. It takes as a starting point that th...
This dissertation advances debates in modal metaphysics, philosophy of language and formal semantics...
The classical theory of quantification is subject to a number of dif-ficulties relating to contingen...
Abstract. First-order logic enjoys a nearly universal status as the language in which mathematics is...
ful framework is full second-order logic; however, this is intractable, in many ways. Monadic second...
Frege’s (1879, 1892) treatment of quantification is rightly regarded as a major advance in the study...
Second-order logic is the extension of first-order logic obtaining by introducing quantification of...
We present an expressive but decidable first-order system (named MAV1) defined by using the calculus...
Aim of the paper is to revise Boolos\u2019 reinterpretation of second-order monadic logic in terms o...
In this paper I will look for a first order parameterization of the theory of quandles. More specifi...
This paper deals with the logical form of quantified sentences. Its purpose is to elucidate one plau...
Summary. Third of a series of articles laying down the bases for classical first order model theory....
Guided by a desire to eliminate language that refers to unobservable structure from mechanics, Ernst...
First-order formalisations are often preferred to propositional ones because they are thought to und...