Homepage of Ian PrattHartmann (Ian Pratt)
Homepage of Dr Ian PrattHartmann
Ian PrattHartmann
studied mathematics and philosophy at Brasenose College, Oxford,
and philosophy at Princeton and
Stanford Universities, gaining his
PhD. from Princeton in 1987. He is currently Senior Lecturer in the
Department of Computer Science at the
University of Manchester.
Since February, 2014, Dr. PrattHartmann has held a joint appointment
in the
Institute of
Mathematics and Computer Science at the
University of Opole.
Dr. PrattHartmann's research interests range widely over the field of AI and
cognitive science, including computational logic,
spatial logic and natural language semantics. For those who like that
sort of thing, here is a link to his Google
Scholar page.
News and current affairs
Select Bibliography
The following papers form a representative sample of Ian
PrattHartmann's work. Many conference papers are omitted: click
here for a (reasonably uptodate) full
bibliography. Note that some links
on this page are to preprint versions; please
check with the published versions when quoting.

Submitted papers

Forthcoming work

Edited Works
 Marco Aiello, Ian PrattHartmann and Johan van Benthem:
Handbook of Spatial Logics, Springer, 2007.
1058 p., Hardcover, ISBN: 9781402055867.

Computational Logic

Emanuel Kieroński, Jakub Michaliszyn, Ian PrattHartmann and Lidia Tendera:
"Twovariable Firstorder Logic with Equivalence Closure"
, SIAM Journal on Computing, 43(3), 2014, pp. 10121063.

Emanuel Kieroński, Jakub Michaliszyn, Ian PrattHartmann and Lidia Tendera:
"Twovariable Firstorder Logic with Equivalence Closure'', in Proceedings,
27th Annual IEEE Symposium on Logic in Computer
Science (LICS '12), IEEE Press, 2012, pp. 431440.
 Angelo Montanari, Ian PrattHartmann and Pietro Sala:
"Decidability of the Logics of the Reflexive Subinterval and
Superinterval Relations over Finite Linear Orders'', in N. Markey and
J. Wijsen (eds.): Temporal Representation and Reasoning (TIME 2010),
IEEE Press, 2010, pp. 2734
(authorfinal version).
 Ian PrattHartmann: "The TwoVariable Fragment with Counting
Revisited", in A. Dawar and R. de Queiroz (Eds.): WoLLIC 2010, LNAI 6188, pp. 4254, 2010
(authorfinal version).
 Yevgeny Kazakov and Ian PrattHartmann:
"A note on the complexity
of the satisfiability problem for graded modal logic", in Proceedings,
24th Annual IEEE Symposium on Logic in Computer
Science (LICS '09), IEEE Press, 2009, pp. 407416.
(Full version of the paper posted on
http://arxiv.org).
 Ian PrattHartmann
DataComplexity of the TwoVariable Fragment with Counting Quantifiers,
Information and Computation, 207(8), 2009, pp. 867888
(preprint version posted on
http://arxiv.org ).
 Ian PrattHartmann "On
the Computational Complexity of the Numerically Definite Syllogistic and
Related Logics'', Bulletin of Symbolic
Logic, 14(1), 2008, pp. 128 (preprint version posted on
http://arxiv.org).
 Ian PrattHartmann
"Complexity of the Guarded TwoVariable Fragment
with Counting Quantifiers'', Journal of Logic and Computation,
17(1), 2007, pp. 133155. (A preprint version may be found
on the ArXiv preprint server.)
 Ian PrattHartmann
"Complexity of the TwoVariable Fragment
with Counting Quantifiers'' ,
Journal of Logic, Language and Information, 14(3), 2005, pp. 369395
(authorfinal version).
Hans de Nivelle and Ian PrattHartmann:
"A resolutionbased decision
procedure of the twovariable fragment with equality''
in R. Gore, A. Leitsch and T. Nipkow (Eds.): IJCAR 2001, LNCS
2083, pp. 211255, 2001.

Natural language and logic
 Ian PrattHartmann:
The
Syllogistic with Unity,
Journal of Philosophical Logic, 42(2),2013 , pp 391407
(authorfinal version).
 Ian PrattHartmann:
The Hamiltonian Syllogistic,
Journal of Logic, Language and Information, 20(4), 2011, pp. 445474
(preprint version posted on
on the ArXiv preprint server
).
 Ian PrattHartmann: Computational Complexity
in Natural Language, in A. Clark, C. Fox and S. Lappin (eds.)
The Handbook of Computational Linguistics and Natural Language
Processing, WileyBlackwell, 2010, pp. 4373,
(authorfinal version).
 Ian PrattHartmann and Lawrence S. Moss
Logics for the Relational Syllogistic, Review of Symbolic Logic, 2(4), 2009, pp. 647683
(preprint version posted on
http://arxiv.org ).
 Ian PrattHartmann
No syllogisms for the numerical syllogistic, in Grumberg et al. (Eds.): Languages: from Formal
to Natural, LNCS 5533, Springer, 2009, pp. 192203 (authorfinal version).
 Ian PrattHartmann and Allan Third
"More Fragments of Language: the Case of Ditransitive Verbs'',
Notre Dame Journal of Formal
Logic, 47(2), 2006, pp.151177
(authorfinal version).
 Ian PrattHartmann
"Temporal Prepositions and their Logic'' ,
Artificial Intelligence, 166(12), 2005, pp. 136
(authorfinal version).
 Ian PrattHartmann
"Fragments of Language'',
Journal of Logic, Language and Information, 13(2), 2004,
pp. 207223
(authorfinal version).
 Ian PrattHartmann
"A TwoVariable Fragment of English'',
Journal of Logic, Language and Information, 12(1), 2003, pp. 1345
(authorfinal version).
 Ian Pratt and Nissim Francez
"Temporal Prepositions and Temporal Generalized Quantifiers'',
Linguistics and Philosophy, 24(2), 2001, pp. 187222
(authorfinal version).

Spatial Logic

Roman Kontchakov, Yavor Nenov, Ian PrattHartmann and Michael
Zakharyaschev:
Topological Logics with Connectedness over Euclidean Spaces,
ACM Transactions on Computational Logic, 14(2:13), 2013.
(A preprint version may be found
on the ArXiv preprint server.)
 Ian PrattHartmann: "Twenty
Years of Topological Logic'',
in M. Raubal, D.M. Mark, A.U. Frank (eds.),
Cognitive and Linguistic Aspects of Geographic Space:
New Perspectives on Geographic Information Research,
Berlin: Springer, 2012, pp. 217235.
 Roman Kontchakov, Yavor Nenov, Ian PrattHartmann and Michael Zakharyaschev:
On the
Decidability of Connectedness Constraints in 2D and 3D
Euclidean Spaces, Proceedings of the Twentysecond International Joint
Conference on Artificial Intelligence (IJCAI 2011), AAAI Press,
2011, pp. 957962 (recipient of
IJCAI
Distinguished Paper Award).
(full version, with proofs).
 Yavor Nenov and Ian PrattHartmann:
"On the Computability of
RegionBased Spatial Logics'', in A. Dawar and H. Veith (eds.),
Computer Science Logic (CSL 2010), Lecture Notes in Computer
Science 6247, pp. 439453.
(Submitted version.)
 Roman Kontchakov, Ian PrattHartmann, Frank Wolter, Michael Zakharyaschev:
Spatial logics with
connectedness predicates, Logical Methods in Computer Science
Vol. 6 (3:7), 2010 (authorfinal version).
 R. Kontchakov, I. PrattHartmann and M. Zakharyaschev:
Interpreting Topological Logics over Euclidean Spaces,
in Proceedings of Twelfth International Conference on the
Principles of Knowledge Representation and Reasoning (KR 2010),
AAAI Press, 2010,
pp. 534544
(authorfinal version).
 R. Kontchakov, I. PrattHartmann, F. Wolter and
M. Zakharyaschev:
On the computational complexity of spatial logics with
connectedness constraints, in
Iliano Cervesato, Helmut Veith and Andrei Voronkov (eds.),
Logic for Programming, Artificial Intelligence, and Reasoning
(LPAR 2008), Lecture Notes in Computer Science 5330, pp. 574589,
2008. (Authorfinal version.)
 Marco Aiello, Ian PrattHartmann and Johan van Benthem:
"What is Spatial Logic?'' (author version), in
Aiello, PrattHartmann and van Benthem (eds.),
Handbook of Spatial Logics, Springer, 2007, pp. 111.
 Ian PrattHartmann
"FirstOrder Mereotopology'' (author version), in
in
Aiello, PrattHartmann and van Benthem (eds.),
Handbook of Spatial Logics, Springer, 2007, pp. 1397.
 Ian PrattHartmann:
"A Topological Constraint Language with Component Counting'',
Journal of Applied NonClassical Logics, 12(34), 2002,
pp. 441467
(authorfinal version).
 Ian PrattHartmann and Dominik Schoop:
"Elementary Polyhedral Mereotopology'',
Journal of Philosophical Logic, 31(5), 2002, pp. 469498
(authorfinal version).
 Ian PrattHartmann:
"Empiricism and Rationalism in Regionbased Theories of Space'',
Fundamenta Informaticae 46, 2001, pp. 159186.
(Compressed version
)
 Ian Pratt and Dominik Schoop:
"Expressivity in Polygonal, Plane
Mereotopology'', Journal of Symbolic Logic, 65(2), 2000,
pp. 822838.
 Ian Pratt:
"FirstOrder Qualitative Spatial Representation Languages with
Convexity'', Journal of Spatial
Cognition and Computation, 1(2), 1999, pp. 181204
(authorfinal version).
 Ian Pratt and Dominik Schoop:
"A complete axiom system for
polygonal mereotopology of the real plane'',
Journal of Philosophical Logic, 27(6), 1998, pp. 621658
(authorfinal version).
 Ian Pratt and Oliver Lemon:
"Ontologies for plane polygonal
mereotopology'', Notre Dame Journal of Formal
Logic, 38(2) 1997, pp. 225245
(authorfinal version).

Philosophy of mind/language
 Ian Pratt:
"Encoding Psychological Knowledge'',
in Clark, A. and
Millican, P. (eds.) Connectionism, Concepts and Folk
Psychology: The legacy of Alan Turing, Oxford: Clarendon Press,
1996, pp. 249264.
 Ian Pratt
"Analysis and the Attitudes" in Wagner, S. and Warner,
S. (eds.): Naturalism: a critical appraisal, Notre Dame, IN:
University of Notre Dame Press, 1993.
 Ian Pratt:
"Psychological Inference, Constitutive Rationality and
Logical Closure",
in Hanson, P. (ed.):
Vancouver Studies in Cognitive Science,
vol.1, University of British Columbia Press, 1989, pp. 366389.
 Ian Pratt:
"Constraints, Meaning and Information" Linguistics
and Philosophy 10, 1987, pp. 299324 (not available online).

Miscellaneous
 Ian PrattHartmann and Ivo Düntsch:
Functions definable by
numerical setexpressions,
Journal of Logic and Computation, 24(4), 2013, pp. 873895.
(authorfinal version).
 Ivo Düntsch and Ian PrattHartmann:
Complex Algebras of
Arithmetic, Fundamenta Informaticae, 97 (4), 2009, pp. 347367
(authorfinal version).
 Ian PrattHartmann and Ivo Düntsch:
Functions definable by arithmetic circuits, in
K. AmbosSpies, B. Löwe and W. Merkle (Eds.): Mathematical Theory
and Computational Practice: 5th Conference on Computability in Europe,
CiE 2009, LNCS 5635, 2009,
pp. 409418 (authorfinal version).
 Ian PrattHartmann:
Conditionalization and Total Knowledge.
Journal of Applied NonClassical Logics 18 (23), 2008, pp. 247266
(authorfinal version).
 Ian Pratt:
"Total Knowledge'', in Proceedings, AAAI, 2000, pp. 423428.
(Gzipped version)
 Ian Pratt:
"Shape Representation Using Fourier Coefficients of
the Sinusoidal Transform'', Journal of
Mathematical Imaging and Vision, 10, 1999, pp. 221235
(authorfinal version).
 Ian Pratt:
"An algorithm for planning `sensible' routes'',
Engineering Applications of Artificial Intelligence,
4(2), 1991, pp. 97108.
 Undergraduate textbooks
PhD. Students
Programming skills
In decreasing order of incompetence: C++, LISP, Java, Prolog.
Awards and prizes
Contact details
Department of Computer Science
Manchester University
Manchester M13 9PL
UK
Tel +44 (0) 161 275 6223
Fax +44 (0) 161 275 6236
email: ipratt@cs.man.ac.uk
What is the time?