Epistemology and informal logic have overlapping and broadly similar subject matters. A principle of methodological symmetry is: philosophical theories of sufficiently similar subject matters should engage similar methods. Suppose the best way to do epistemology is in highly formalized ways, with a large role for mathematical methods. The symmetry principle suggests this is also the best way to do the logic of the reasoning and argument, the subject matter of informal logic. A capitulation to mathematics is inimical to informal logicians, yet formal methods and mathematical models are an emerging force in epistemology. What is to be done? What’s sauce for the goose of epistemology is sauce for the gander of informal logic
In the paper we present the main idea of the concept which we have called confrontational concept of...
Formal epistemology is the study of crucial concepts in general or mainstream epistemology including...
This book brings together philosophers, mathematicians and logicians to penetrate important problems...
Epistemology and informal logic have overlapping and broadly similar subject matters. A principle of...
Abstract. Much work in MKM depends on the application of formal logic to mathematics. However, much ...
Consider the proposition, "Informal logic is a subdiscipline of philosophy". The best chance of show...
In what follows I argue for an epistemic bridge principle that allows us to move from real mathemati...
At first sight, the modern agenda of epistemology has little to do with logic. Topics include differ...
Epistemology is the study of knowledge and justified belief. Belief is thus central to epistemology....
In formal epistemology, we use mathematical methods to explore the questions of epistemolo...
In this article, we reflect on the use of formal methods in the philosophy of science. These are tak...
The paper concerns the relationship between mathematical logic and its suposed subject matter: corre...
Formal Epistemology (FE) is a burgeoning area of philosophical research. It is a branch of mathemati...
Epistemology and epistemic logic At first sight, the modern agenda of epistemology has little to do ...
This article outlines a philosophy of science in practice that focuses on the engineering sciences. ...
In the paper we present the main idea of the concept which we have called confrontational concept of...
Formal epistemology is the study of crucial concepts in general or mainstream epistemology including...
This book brings together philosophers, mathematicians and logicians to penetrate important problems...
Epistemology and informal logic have overlapping and broadly similar subject matters. A principle of...
Abstract. Much work in MKM depends on the application of formal logic to mathematics. However, much ...
Consider the proposition, "Informal logic is a subdiscipline of philosophy". The best chance of show...
In what follows I argue for an epistemic bridge principle that allows us to move from real mathemati...
At first sight, the modern agenda of epistemology has little to do with logic. Topics include differ...
Epistemology is the study of knowledge and justified belief. Belief is thus central to epistemology....
In formal epistemology, we use mathematical methods to explore the questions of epistemolo...
In this article, we reflect on the use of formal methods in the philosophy of science. These are tak...
The paper concerns the relationship between mathematical logic and its suposed subject matter: corre...
Formal Epistemology (FE) is a burgeoning area of philosophical research. It is a branch of mathemati...
Epistemology and epistemic logic At first sight, the modern agenda of epistemology has little to do ...
This article outlines a philosophy of science in practice that focuses on the engineering sciences. ...
In the paper we present the main idea of the concept which we have called confrontational concept of...
Formal epistemology is the study of crucial concepts in general or mainstream epistemology including...
This book brings together philosophers, mathematicians and logicians to penetrate important problems...