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The Bulletin of Symbolic Logic

- M. Rossberg, P. Ebert
- 2015

We discuss the typography of the notation used by Gottlob Frege in his Grundgesetze der Arithmetik. §1. Background to the Grundgesetze der Arithmetik. Grundgesetze der Arithmetik was to have been the… Expand

Gottlob Frege: Basic Laws of Arithmetic

- P. Ebert, M. Rossberg
- Mathematics
- 2013

That's it, a book to wait for in this month. Even you have wanted for long time for releasing this book gottlob frege basic laws of arithmetic; you may not be able to get in some stress. Should you… Expand

First-Order Logic , Second-Order Logic , and Completeness

- M. Rossberg
- 2004

Both firstand second-order logic (FOL and SOL, respectively) as we use them today were arguably created by Frege in his Begriffsschrift – if we ignore the notational differences. SOL also suggests… Expand

Basic laws of arithmetic : derived using concept-script : Volumes I & II

- G. Frege, P. Ebert, M. Rossberg, C. Wright, Michael Beaney, R. Cook
- Computer Science
- 2013

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Second-order logic : ontological and epistemological problems

- M. Rossberg
- Mathematics
- 2006

In this thesis I provide a survey over different approaches to second-order logic and its interpretation, and introduce a novel approach. Of special interest are the questions whether (a particular… Expand

Too Good to be “Just True”

- M. Rossberg
- Mathematics
- 1 March 2013

Paraconsistent and dialetheist approaches to a theory of truth are faced with a problem: the expressive resources of the logic do not suffice to express that a sentence is just true—i.e., true and… Expand

Translating ‘ Bedeutung ’ in Frege ’ s Writings : A Case Study and Cautionary Tale in the History and Philosophy of Translation

- P. Ebert, M. Rossberg
- 2016

In this essay I chart the history of the different English translations of ‘Bedeutung’ in Frege’s writings, setting them in context, explaining their rationale, and exploring some of the… Expand

STANFORD UNIVERSITY STANFORD , CALIFORNIA 94305 – 4115 Center for the Study of Language and Information

- C. Hall, M. Rossberg
- 2009

When I first developed the theory of abstract objects and modeled mathematical objects in the theory, I assumed abstract objects exist independently of us in some special domain and that we get… Expand

Logical Consequence for Nominalists

- M. Rossberg, Daniel Cohnitz
- Philosophy
- 1 May 2009

Ithasrepeatedlybeenarguedthatnominalisticprogrammesinthephilosophyofmathematicsfail,sincethey will at some point or other involve the notion of logical consequence which is unavailable to the… Expand

Somehow Things Do Not Relate: On the Interpretation of Polyadic Second-Order Logic

- M. Rossberg
- Mathematics, Computer Science
- J. Philos. Log.
- 1 June 2015

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