|
Books
|
| II. |
G.
Hofer-Szabó, M. Rédei, L. E.
Szabó: The
Principle of the Common Cause,
Cambridge University Press,
2013. |
| I. |
A nyitott jövő
problémája - véletlen,
kauzalitás és determinizmus a
fizikában
(The Problem of Open Future -
chance, causality, and determinism
in physics)
Typotex Kiadó, Budapest 2002 |
| |
|
| Papers |
78
|
L.E.
Szabó, M. Gömöri, Z. Gyenis:
Questionable and Unquestionable in
Quantum Mechanics (2023),
http://philsci-archive.pitt.edu/22504/
https://arxiv.org/abs/2309.01928
|
76.
|
Physicalism without
the idols of mathematics, Foundations
of Science (2023),
DOI: 10.1007/s10699-023-09920-1
[View
and download PDF ]
|
75.
|
Fizikalizmus
és a Quine–Putnam-féle
nélkülözhetetlenségi argumentum, Magyar
Filozófiai Szemle 66
(3) pp 75-85 (2022) [PDF]
|
74.
|
A végtelen idóluma, Magyar
Tudomány 181(2020)11,
1509–1522,
DOI:
10.1556/2065.181.2020.11.8 (PDF)
|
73.
|
Intrinsic, extrinsic,
and the constitutive a priori,
Foundations of Physics
50, 555–567 (2020). DOI: 10.1007/s10701-019-00281-z
(Open Access: https://rdcu.be/bKxdO)
|
72.
|
M.
Gömöri and L.E. Szabó: On
the Persistence of the
Electromagnetic Field, Journal
for General Philosophy of
Science 50 (2019),
43-61. DOI:
10.1007/s10838-018-9430-3
(Preprint: http://philsci-archive.pitt.edu/12785/)
|
71.
|
Meaning, Truth, and
Physics, In G. Hofer-Szabó, L.
Wroński (eds.), Making
it Formally Explicit, European
Studies in Philosophy of Science 6.
(Springer International Publishing,
2017) DOI
10.1007/978-3-319-55486-0_9.
(Preprint: http://philsci-archive.pitt.edu/14769/)
|
| 70. |
M.
Gömöri and L.E. Szabó: Formal
statement of the special principle
of relativity (2015), Synthese,
192 (2015), pp.
2053–2076, DOI:
10.1007/s11229-013-0374-1 (Preprint) |
| 69. |
M.
Gömöri and L.E. Szabó: Operational
understanding of the covariance of
classical electrodynamics
(2013), Physics Essays
26, pp. 361--370. DOI:
10.4006/0836-1398-26.3.361
(Preprint: http://philsci-archive.pitt.edu/9895) |
| 68. |
Vázlatpontok
a fizikai elméletek fizikalista
értelmezéséhez, In Zvolenszky Zs.
et al. (szerk.), Nehogy
érvgyűlölők legyünk -- Tanulmánykötet
Máté András 60. születésnapjára,
L'Harmattan, Bp. 2013, p.
122--129. (PDF) |
| 67. |
Mathematical
facts in a physicalist ontology, Parallel
Processing Letters, 22
(2012) 1240009 (12 pages), DOI:
10.1142/S0129626412400099 [preprint] |
| 66. |
E.
Szabó László, Gyenis Balázs,
Gyenis Zalán, Rédei Miklós, Szabó
Gábor: Korrelációk kauzális
magyarázata, Magyar
Filozófiai Szemle, 54.
(2010) 78. old. |
| 65. |
M.
Gömöri and L.E. Szabó: How to Move
an Electromagnetic Field? (v2,
2014) preprint
(http://philsci-archive.pitt.edu/id/eprint/10755) |
| 64. |
Mathematics
in a Physical World, in M.
Stannet et al. (eds.),
Pre-proceedings
of the 3rd Intenational
Hypercomputation Workshop
(HyperNet 11), TUCS Lecture Notes
14, Turku 2011. |
| 63. |
M.
Gömöri and L.E. Szabó: Is the
relativity principle consistent
with electrodynamics? Towards a
logico-empiricist reconstruction
of a physical theory, preprint (PDF)
Revised/published version
--> 69., 68., and 64. |
| 62. |
What
remains of probability?, in F.
Stadler (ed.), The
Present Situation in the
Philosophy of Science,
Springer, 2010 [PDF]
|
| 61. |
Lorentzian
theories vs. Einsteinian special
relativity -- a logico-empiricist
reconstruction, in A. Máté, M.
Rédei and F. Stadler (eds.), Vienna
Circle and Hungary --
Veröffentlichungen des Instituts
Wiener Kreis,
Springer 2011. [PDF] |
| 60. |
Empirical
Foundation of Space and Time, in
M. Suárez, M. Dorato and M. Rédei
(eds.), EPSA07: Launch of the
European Philosophy of Science
Association, Springer
2009. [PDF] |
| 59. |
The
Einstein--Podolsky--Rosen Argument
and the Bell Inequalities, Internet Encyclopedia
of Philosophy
(2008) |
| 58. |
A
fizikalista konklúziója: a nyelv
alapvetően metaforikus, Világosság,
2006/8-9-10, 221 [PDF]
|
| 57. |
Objective
probability-like things with and
without objective
indeterminism, Studies in
History and Philosophy of Modern
Physics 38 (2007) 626–634 [Prepirnt
(PDF)] |
| 56. |
Does
special relativity theory tell us
anything new about space and time?
[PDF]
New version! |
| 55. |
Physicalist
Metaphysical Foundation of
Mathematics, talk, 7 June 2005,
Philosophy, KULeuven [PDF] |
| 54. |
Miért
téves az antropikus elv a
kozmológiában?, Magyar Pax Romana
47. kongresszusa, Győr 2005 [PDF] |
| 53. |
Absztrakció
= mozgás a konkréttól a konkrétig,
MAKOG 2005, Debrecen [PDF] |
| 52. |
Balázs
László Kristóf és E. Szabó
László: "Semmiben nem
nyújt új vagy más leírást a térről
és az időről" -- beszélgetés a
relativitáselméletről,
Beszélő, 2004.
január, 75.-88. old. |
| 51. |
Does
special relativity theory tell us
anything new about space and time?
(transparencies of the talk
presented in Utrecht, 11 December
2003) [PDF] |
| 50. |
A
physicalist account of
mathematical truth (5-minute talk,
NIAS, 8/10/2003) [PS,
PDF] |
| 49. |
On
the meaning of Lorentz covariance,
Foundations
of Physics Letters 17
(2004) pp. 479 - 496 [preprint: PS,
PDF] |
| 48. |
Lorentz's
theory and special relativity
are completely identical
The content of this preprint has
been moved into the new version of
"Does special relativity theory
tell us anything new about space
and time?" |
| 47. |
A
szemantika fizikalista
értelmezésérõl (MAKOG 2003, Pécs)
[PDF] |
| 46. |
Formal
Systems as Physical Objects: A
Physicalist Account of
Mathematical Truth, International
Studies in the Philosophy of
Science, 17 (2003) pp. 117 –
125 (preprint: PDF) |
| 45. |
From
Theory to Experiments and Back
Again ... and Back Again ... -
Comments to Patrick Suppes: From
Theory to Experiments and Back
Again, in Observation and
Experiment in the Natural and
Social Sciences, M.C.
Galavotti (ed.) (Kluwer Academic
Publishers, 2003) [PDF] |
| 44. |
A Physicalist Interpretation of
Probability (conference
paper, International
Interdisciplinary Workshop on
Determinism, Ringberg Castle
(Rottach-Egern), Germany, June 4-8,
2001.)
(Seminar
talk on the same topic,
Budapest, October 2003)
|
| 43. |
Ontology
of Logic (Talk presented on Logic,
Algebra, Relativity - 2002,
November 4-8, 2002, Budapest) [PDF] |
| 42. |
Lorentz's
theory and relativity theory are
completely identical (BOLYAI
CONFERENCE, 8-12 July, 2002,
Budapest) [PDF] |
| 41. |
G.
Hofer-Szabó, M. Rédei and L. E.
Szabó, Common-causes are
not common common-causes, Philosophy
of Science, 69 (2002)
pp. 623--636
(preprint: philsci-archive.pitt.edu
) |
| 40. |
On
Fine's Interpretation of Quantum
Mechanics: GHZ experiment, in Non-Locality
and Modality, NATO
Science Series, II. Vol. 64. T.
Placek and J. Butterfield (eds.)
(Kluwer Academic Publishers,
Dordrecht, Boston, London, 2002),
pp. 153-161 [PDF] |
| 39. |
A
relativitáselmélet tökéletesen
azonos a relativitáselmélet elõtti
fizikával (Ortvay Kollokvium,
2002. március 21.) [PDF] |
| 38. |
A
matematika-filozófiai formalizmus
találkozása az elme-filozófiai
fizikalizmussal MAKOG
2002, Visegrád ) [html
, pdf] |
| 37. |
G.
Hofer-Szabó, M. Rédei and L. E.
Szabó, Reichenbach's
Common Cause Principle: Recent
Results and Open Questions, Reports
on Philosophy No. 20,
85-107. (2000) [PDF] |
| 36. |
Miért
kitüntetett szög a derékszög? (MAKOG 2001,
Visegrád ) [html
, ps
] |
| 35. |
László
E. Szabó and Arthur Fine: A
local hidden variable theory for
the GHZ experiment,
Physics Letters A295
(2002) pp. 229-240. [preprint] |
| 34. |
On
an attempt to resolve the
EPR--Bell paradox via
Reichenbachian concept of common
cause, International
Journal of Theoretical Physics
39, 911. (2000) [preprint and
computer illustration] |
| 33. |
Contextuality
Without Contextuality: Fine's
Interpretation of Quantum
Mechanics, Reports on
Philosophy, No. 20, 117-130.
(2000) |
| 32. |
G.
Hofer-Szabó, M. Rédei, L. Szabó, Common
cause completeability of
classical and quantum event
structures, International
Journal of Theoretical Physics
39 (2000), 913-919. [PDF]
|
| 31. |
On
Fine's resolution of the
EPR-Bell problem, Foundations
of Physics 30, 1891-1909.
(2000) |
| 30. |
Critical
reflections on quantum
probability theory, in M.
Rédei, M. Stoeltzner (eds.), John
von Neumann and the Foundations
of Quantum Physics , Kluwer,
Dordrecht, 2001. |
| 29. |
Quantum
measurement: on this side of
paradox, in Daniel
Greenberger, Wolfgang Reiter,
Anton Zeilinger (eds.), Epistemological
and Experimental Perspectives on
Quantum Physics , Kluwer,
Dordrecht, 1999. |
| 28. |
G.
Hofer-Szabó, M. Rédei and L. E.
Szabó: On
Reichenbach's common cause
principle and Reichenbach's
notion of common cause, The
British Journal for the
Philosophy of Science 50
(1999), 377-399. |
| 27. |
Determinizmus,
szabad akarat, kvantummechanika, Magyar
Pszichológiai Szemle 1997/98
LIII. (37) 1-4, 225-231. |
| 26. |
Kiforratlan
megoldások, BUKSZ 1997/IV,
463. |
| 25. |
Quantum
structures do not exist in
reality, Int. J. of
Theor. Phys. 37, 449-456.
(1998)
Some of the proofs rae here: arXiv:quant-ph/9606006v2 |
24.
|
Is There Anything
Non-Classical? arXiv:quant-ph/9606006v2
(1996)
|
| 23. |
N.
Belnap and L. E. Szabó, Branching
Space time analysis of the GHZ
theorem, Foundations of
Physics 26, 989-1002, (1996) |
| 22. |
Is
quantum mechanics compatible
with a deterministic universe?
Two interpretations of quantum
probabilities, Foundations
of Physics Letters 8,
417-436 (1995) |
| 21. |
Quantum
Mechanics in an Entirely
Deterministic Universe, Int.
J. Theor. Phys. 34, 1751.
(1995) |
| 20. |
On
the real meaning of Bell's
theorem, Int. J. Theor.
Phys . 33, 191. (1994) |
| 19. |
On
the real meaning of Bell's
theorem, Foundations of
Physics Letters 6, 191.
(1993) |
| 18. |
Quantum
Theory and Causality, in CLASSICAL
AND QUANTUM SYSTEMS Foundations
and Symmetries , Proceedings
of the II. International Wigner
Symposium, Goslar, Germany; ed. H.
D. Doebner, W. Scherer, F.
Schroeck; World Scientific,
Singapore, 1993. (page 236.) |
| 17. |
Spacetime
Structure on Quantum Lattice,
Int. J. Theor. Phys. 31,
1803. (1992) DOI: 10.1007/BF00671788 |
| 16. |
Quantum
Causal Structure and the
Einstein-Podolsky-Rosen
Experiment, Int. J. of
Theor. Phys. 28, 35. (1989)
DOI: 10.1007/BF00670370 |
| 15. |
Structure
of Quantum Space-time, in New
Theories in Physics ,
proceedings of the XI Warsaw
Symposium on Elementary Particle
Physics, Kazimierz 1988, World
Scientific (1989) |
| 14. |
Quantum
Causal Structures and the
Einstein-Podolsky-Rosen Paradox,
in Relativity Today , Ed.
Z. Perjés, World Scientific,
Singapore (1988) |
| 13. |
Exploration
Quantum Causal Structures on a
Finite Lattice, ITP Budapest
Reports No. 451. (1987) |
| 12. |
Quantum
Kinematics of Strings:
Quantization on C(M3,R)/C(M3,GL(2,R)),
J. of Math. Phys. 28, 2220.
(1987) |
| 11. |
Topological
Aspects of Quantum Kinematics of
Strings: Quantization on C(M3,R)/C(M3,GL(2,R)),
in Proceedings of the
Conference on Non Perturbative
Methods in Quantum Field Theory
, Eds. Z. Horváth and A. Patkós,
World Scientific, Singapore (1987) |
| 10. |
A
Simple Example of Quantum Causal
Structure, Int. J. of
Theor. Phys. 26, 833. (1987)
DOI: 10.1007/BF00669412 |
| 9. |
Quantum
Causal Structures, J. of Math.
Phys. 27, 2709. (1986) DOI:
10.1063/1.527291 |
| 8. |
What
is an Elementary Physical
Object? A System Theoretic
Approach, Int. J. of
Theor. Phys. 25, 435. (1986)
DOI: 10.1007/BF00670768 |
| 7. |
Quantum
Fluctuations of Topology of Space
Like Hypersurfaces, in Proceedings
of the XIII. International
Conference on Differential
Geometric Methods in Theoretical
Physics , Eds. H. D. Doebner
and T. D. Palev, World Scientific,
Singapore (1986) |
| 6. |
A
szuper-szimmetrikus téridõ
geometriai struktúrája, Magyar
Fizikai Folyóirat 34, 171.
(1986) |
| 5. |
Geometrodynamics
of Wormholes, Circolo
Matematico di Palermo II.
No. 2. (1982) |
| 4. |
Geometrodynamics
in Multidimensional Unified
Theory, Czech. J. of Phys.
B32, 692. (1982) |
| 3. |
Bohr-Sommerfeld
Quantum Conditions for Space Time,
ITP Budapest Report 1982 |
| 2. |
Geometrodynamics
in Multidimensional Unified
Theory, Gen. Rel. Grav.
14, 77. (1982) |
| 1. |
A
részecskefizika interpretációs
problémái, In Filozófia és
Szaktudományok (Ed.)
Horváth J., Kossuth, Budapest
(1981) |
LÁSZLÓ E. SZABÓ 
