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Author ID: forster.thomas Recent zbMATH articles by "Forster, Thomas"
Published as: Forster, Thomas

Publications by Year

Citations contained in zbMATH Open

18 Publications have been cited 43 times in 38 Documents Cited by Year
A note on freedom from detachment in the logic of paradox. Zbl 1272.03115
Beall, Jc; Forster, Thomas; Seligman, Jeremy
8
2013
The iterative conception of set. Zbl 1204.03008
Forster, Thomas
6
2008
End-extensions preserving power set. Zbl 0737.03026
Forster, Thomas; Kaye, Richard
5
1991
Finite-to-one maps. Zbl 1057.03035
Forster, Thomas
4
2003
Permutations and wellfoundedness: the true meaning of the bizarre arithmetic of Quine’s NF. Zbl 1100.03045
Forster, Thomas
3
2006
The significance of Yablo’s paradox without self-reference. Zbl 1076.03005
Forster, Thomas
3
2004
Logic, induction and sets. Zbl 1026.03002
Forster, Thomas
2
2003
Permutations and stratified formulae - a preservation theorem. Zbl 0717.03019
Forster, Thomas
2
1990
Quine’s NF – 60 years on. Zbl 0889.03043
Forster, Thomas
1
1997
Yablo’s paradox as a theorem of modal logic. Zbl 1396.03031
Forster, Thomas; Goré, Rajeev
1
2016
Decidable fragments of the simple theory of types with infinity and NF. Zbl 1417.03271
Dawar, Anuj; Forster, Thomas; McKenzie, Zachiri
1
2017
Better-quasi-orderings and coinduction. Zbl 1081.06002
Forster, Thomas
1
2003
AC fails in the natural analogues of \(V\) and \(L\) that model the stratified fragment of ZF. Zbl 1061.03053
Forster, Thomas
1
2004
Implementing mathematical objects in set theory. Zbl 1126.03049
Forster, Thomas
1
2007
Church’s set theory with a universal set. Zbl 1031.03066
Forster, Thomas
1
2001
Axiomatising set theory with a universal set. Zbl 0536.03037
Forster, Thomas
1
1982
Reasoning about theoretical entities. Zbl 1047.03001
Forster, Thomas
1
2003
The modal aether. Zbl 1089.03008
Forster, Thomas
1
2005
Decidable fragments of the simple theory of types with infinity and NF. Zbl 1417.03271
Dawar, Anuj; Forster, Thomas; McKenzie, Zachiri
1
2017
Yablo’s paradox as a theorem of modal logic. Zbl 1396.03031
Forster, Thomas; Goré, Rajeev
1
2016
A note on freedom from detachment in the logic of paradox. Zbl 1272.03115
Beall, Jc; Forster, Thomas; Seligman, Jeremy
8
2013
The iterative conception of set. Zbl 1204.03008
Forster, Thomas
6
2008
Implementing mathematical objects in set theory. Zbl 1126.03049
Forster, Thomas
1
2007
Permutations and wellfoundedness: the true meaning of the bizarre arithmetic of Quine’s NF. Zbl 1100.03045
Forster, Thomas
3
2006
The modal aether. Zbl 1089.03008
Forster, Thomas
1
2005
The significance of Yablo’s paradox without self-reference. Zbl 1076.03005
Forster, Thomas
3
2004
AC fails in the natural analogues of \(V\) and \(L\) that model the stratified fragment of ZF. Zbl 1061.03053
Forster, Thomas
1
2004
Finite-to-one maps. Zbl 1057.03035
Forster, Thomas
4
2003
Logic, induction and sets. Zbl 1026.03002
Forster, Thomas
2
2003
Better-quasi-orderings and coinduction. Zbl 1081.06002
Forster, Thomas
1
2003
Reasoning about theoretical entities. Zbl 1047.03001
Forster, Thomas
1
2003
Church’s set theory with a universal set. Zbl 1031.03066
Forster, Thomas
1
2001
Quine’s NF – 60 years on. Zbl 0889.03043
Forster, Thomas
1
1997
End-extensions preserving power set. Zbl 0737.03026
Forster, Thomas; Kaye, Richard
5
1991
Permutations and stratified formulae - a preservation theorem. Zbl 0717.03019
Forster, Thomas
2
1990
Axiomatising set theory with a universal set. Zbl 0536.03037
Forster, Thomas
1
1982

Citations by Year