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An alleged problem for possible worlds semantics

Analysis (Oxford), 2005-01, Vol.65 (285), p.62-69

Schumm, George F.

2005

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Why does Halldén-completeness matter?

Theoria (Lund, Sweden), 1993-04, Vol.59 (1-3), p.192-206

SCHUMM, GEORGE F.

1993

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Transitivity, Preference and Indifference

Philosophical studies, 1987-11, Vol.52 (3), p.435-437

Schumm, George F.

1987

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An alleged problem for possible worlds semantics

Analysis (Oxford), 2005-01, Vol.65 (1), p.62-69

Schumm, George F.

2005

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The number of nonnormal extensions of ${\rm S4}

Notre Dame journal of formal logic, 1987-12, Vol.29 (1), p.106-108

Schumm, George F.

1987

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Some compactness results for modal logic

Notre Dame journal of formal logic, 1989, Vol.30 (2), p.285-290

SCHUMM, G. F

1989

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The number of nonnormal extensions of S4

Notre Dame journal of formal logic, 1988, Vol.29 (1), p.106-108

SCHUMM, G. F

1988

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Some failures of interpolation in modal logic

Notre Dame journal of formal logic, 1986, Vol.27 (1), p.108-110

SCHUMM, G. F

1986

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Expressive completeness and decidability

Notre Dame journal of formal logic, 1990, Vol.31 (4), p.576-579

1990

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An incomplete nonnormal extension of S 3

The Journal of symbolic logic, 1978-06, Vol.43 (2), p.211-212

Schumm, George F.

1978

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Putting ${\cal K}$ in its place

Notre Dame journal of formal logic, 1978-10, Vol.19 (4), p.623-628

Schumm, George F.

1978

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Putting "K" in its place

Notre Dame journal of formal logic, 1978-01, Vol.19, p.623

Schumm, George F

1978

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A Henkin-style completeness proof for the pure implicational calculus

Notre Dame journal of formal logic, 1975, Vol.16 (3), p.402-404

Schumm, George F.

1975

Volltextzugriff (PDF)

An incomplete nonnormal extension of S3

The Journal of symbolic logic, 1978-06, Vol.43 (2), p.211-212

Schumm, George F.

1978

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Remark on a logic of preference

Notre Dame journal of formal logic, 1975, Vol.16 (4), p.509-510

Schumm, George F.

1975

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S3.02=S3.03

Notre Dame journal of formal logic, 1974-01, Vol.15, p.147

Schumm, George F

1974

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{\cal K}$ and ${\cal Z}

Notre Dame journal of formal logic, 1974-04, Vol.15 (2), p.295-297

Schumm, George F.

1974

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{\rm S}3.02={\rm S}3.03

Notre Dame journal of formal logic, 1974-01, Vol.15 (1), p.147-148

Schumm, George F.

1974

Volltextzugriff (PDF)

Wajsberg Normal Forms for S5

Journal of philosophical logic, 1975-08, Vol.4 (3), p.357-360

Schumm, George F.

1975

Volltextzugriff (PDF)

A philosophical companion to first-order logic, edited by R. I. G. Hughes, Hackett Publishing Company, Indianapolis and Cambridge, Mass., 1993, viii + 309 pp

The Journal of symbolic logic, 1995-06, Vol.60 (2), p.684-685

Schumm, George F.

1995

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Frege's Way out: A Footnote

Analysis (Oxford), 1971-10, Vol.32 (1), p.5-7

1971

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Tripping over one's own footnote

Analysis (Oxford), 1973-10, Vol.34 (1), p.32-32

1973

Volltextzugriff (PDF)

Review: R. I. G. Hughes, A Philosophical Companion to First-order Logic

The Journal of symbolic logic, 1995, Vol.60 (iss. 2), p.684-685

Schumm, George F

1995

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Harman's non-essential property

Analysis (Oxford), 1973-01, Vol.33 (3), p.112-112

1973

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The number of {□, →}-logics

Mathematical logic quarterly, 1990, Vol.36 (6), p.517-518

Schumm, George F.

1990

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An alleged problem for possible worlds semantics

Why does Halldén-completeness matter?

Transitivity, Preference and Indifference

An alleged problem for possible worlds semantics

The number of nonnormal extensions of ${\rm S4}

Some compactness results for modal logic

The number of nonnormal extensions of S4

Some failures of interpolation in modal logic

Expressive completeness and decidability

An incomplete nonnormal extension of S 3

Putting ${\cal K}$ in its place

Putting "K" in its place

A Henkin-style completeness proof for the pure implicational calculus

An incomplete nonnormal extension of S3

Remark on a logic of preference

S3.02=S3.03

{\cal K}$ and ${\cal Z}

{\rm S}3.02={\rm S}3.03

Wajsberg Normal Forms for S5

A philosophical companion to first-order logic, edited by R. I. G. Hughes, Hackett Publishing Company, Indianapolis and Cambridge, Mass., 1993, viii + 309 pp

Frege's Way out: A Footnote

Tripping over one's own footnote

Review: R. I. G. Hughes, A Philosophical Companion to First-order Logic

Harman's non-essential property

The number of {□, →}-logics

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