This paper argues for the thesis that ideas originating in the philosophy of mathematics have proved very helpful for the development of computer science. In particular, logicism, the view that mathematics can be reduced to logic, was developed by Frege and Russell, long before computers were invented, and yet many of the ideas of logicism have been central to computer science. The paper attempts to explain how this serendipity came about. It also applies Wittgenstein’s later theory of meaning to human-computer interaction, and draws the conclusion that computers do understand the meaning of the symbols they process. The formal language of logic is suitable for humans trying to communicate with computers
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
Abstract: The early connections between Mathematical Logic and Computer Science date back to the thi...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
Abstract: During the past fifty years there has been extensive, continuous, and growing interaction...
Abstract: During the past fifty years there has been extensive, continuous, and growing interaction...
International audienceThis paper introduces how logic is connected to computer science and gives an ...
Introduction to a Journal Special issue on Logical Issues in the History and Philosophy of Computer ...
Computers are the unexpected outcome of mathematical investigations from the first half of the 20th ...
The paper focuses on some logical and epistemological aspects of the notion of computation. The firs...
The idea that logic and reasoning are somehow related to computation goes back to antiquity. The Gre...
This article explores the entanglement of logic and computing by focusing on the activity of writing...
Compared with the history' of computing hardware, the history of software is in a relatively unde ve...
Abstract. Computer Science has been long viewed as a consumer of mathematics in general, and of logi...
The purpose of this paper is to give some insights into the immense role of Frege’s first order logi...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
Abstract: The early connections between Mathematical Logic and Computer Science date back to the thi...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
Abstract: During the past fifty years there has been extensive, continuous, and growing interaction...
Abstract: During the past fifty years there has been extensive, continuous, and growing interaction...
International audienceThis paper introduces how logic is connected to computer science and gives an ...
Introduction to a Journal Special issue on Logical Issues in the History and Philosophy of Computer ...
Computers are the unexpected outcome of mathematical investigations from the first half of the 20th ...
The paper focuses on some logical and epistemological aspects of the notion of computation. The firs...
The idea that logic and reasoning are somehow related to computation goes back to antiquity. The Gre...
This article explores the entanglement of logic and computing by focusing on the activity of writing...
Compared with the history' of computing hardware, the history of software is in a relatively unde ve...
Abstract. Computer Science has been long viewed as a consumer of mathematics in general, and of logi...
The purpose of this paper is to give some insights into the immense role of Frege’s first order logi...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...
Abstract: The early connections between Mathematical Logic and Computer Science date back to the thi...
This paper objectively defines the three main contemporary philosophies of mathematics: formalism, l...