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Links to IARD Conference Proceedings
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IARD 2000 appear in Foundations of Physics (2001) 31
numbers
7,
8,
and
9
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IARD 2002 appear in Foundations of Physics (2003) 33
numbers
8
and
9
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IARD 2004 appear in Foundations of Physics (2005) 35
numbers
7,
8,
and
9
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IARD 2006 appear in Foundations of Physics (2007) 37
numbers
4-5
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IARD 2008 appear in Foundations of Physics (2011) 41
number
1 |
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IARD 2010 appear in Journal of Physics: Conference Series
Volume 330 |
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IARD 2012 appear in Journal of Physics: Conference Series
Volume 437 |
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IARD 2014 appear in Journal of Physics: Conference Series
Volume 615 |
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IARD 2016 appear in Journal of Physics: Conference Series
Volume 845 |
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IARD 2018 appear in Journal of Physics: Conference Series
Volume 1239 |
Selected Papers by IARD Members
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John R. Fanchi, Comparative Analysis of Jüttner's Calculation of the Energy of a Relativistic Ideal Gas and Implications for Accelerator Physics and Cosmology,
Entropy 2017, 19(7), 374; doi:10.3390/e19070374.
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M. C. Land, The Particle as a Statistical Ensemble of Events in Stueckelberg-Horwitz-Piron Electrodynamics,
Entropy 2017, 19(5), 234; doi:10.3390/e19050234.
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M. C. Land, L. P. Horwitz, Off-Shell Quantum Electrodynamics,
hep-th/9601021.
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Tepper Gill, James Lindesay, Canonical Proper Time Formulation for Physical Systems,
Found. Phys. 34 (2004) 169-182,
hep-th/0210045.
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J. Brian Pitts, W. C. Schieve, Null Cones in Lorentz-Covariant General Relativity,
Found. Phys. 34 (2004) 211,
gr-qc/0406102.
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Manasse R. Mbonye, Ronald L. Mallett , Gravitational Perturbations of a Radiating Spacetime,
Found.Phys. 30 (2000) 747-774,
gr-qc/0010006.
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James Baugh, David Ritz Finkelstein, Andrei Galiautdinov, Heinrich Saller, Clifford Algebra as Quantum Language,
J.Math.Phys. 42 (2001) 1489-1500,
hep-th/0009086.
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A. Gersten, Maxwell Equations as the One-Photon Quantum Equation,
Found. Phys. Lett. 12, 291-8 (1999),
quant-ph/9911049.
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O. Oron, L.P. Horwitz, Relativistic Brownian Motion,
Rel.Grav.Cosmol. 1 (2004) 109-122,
physics/0212036.
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Matej Pavsic, Clifford Space as the Arena for Physics,
Found.Phys.33:1277-1306,2003
hep-th/0311060.
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Ed Seidewitz, Foundations of a Spacetime Path Formalism for Relativistic Quantum Mechanics,
J.Math.Phys. 47 (2006) 112302,
quant-ph/0507115.
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Philip D. Mannheim, Solution to the Ghost Problem in Fourth Order Derivative Theories,
hep-th/0608154.
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Matej Pavsic,
On the interpretation of the relativistic quantum mechanics with invariant evolution parameter,
Found.Phys. 21 (1999) 1005-1009,
/hep-th/0011216v1
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Matej Pavsic,
Relativistic quantum mechanics and quantum field theory with invariant evolution parameter,
Nuovo Cim.A104 (1991) 1337-1354,
/hep-th/0011216v1
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Matej Pavsic,
On the resolution of time problem in quantum gravity induced from unconstrained membranes,
Found.Phys. 26 (1996) 159-195,
/hep-th/0011216v1
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Matej Pavsic,
The Embedding model of induced gravity with bosonic sources,
Found.Phys. 24 (1994) 1495-1518,
/hep-th/0011216v1
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Matej Pavsic,
Clifford algebra based polydimensional relativity and relativistic dynamics,
Found.Phys. 31 (2001) 1185-1209,
/hep-th/0011216v1
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Matej Pavsic, How the geometric calculus resolves the ordering ambiguity of quantum theory in curved space,
Class.Quant.Grav. 20 (2003) 2697-2714,
/gr-qc/0111092v4.
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C. Castro, M. Pavsic, Clifford algebra of space-time and the conformal group,
Int.J.Theor.Phys. 42 (2003) 1693-1705,
/hep-th/0203194v2.
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Matej Pavsic, Clifford algebra, geometry and physics,
NATO Sci.Ser.II 95 (2003) 165-174,
/gr-qc/0210060v1.
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Matej Pavsic, Kaluza-Klein theory without extra dimensions: Curved Clifford space,
Phys.Lett. B614 (2005) 85-95,
/hep-th/0412255v3.
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Matej Pavsic, Clifford space as a generalization of spacetime: Prospects for QFT of point particles and strings,
Found.Phys. 35 (2005) 1617-1642,
/hep-th/0501222v1.
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Matej Pavsic, Spin gauge theory of gravity in Clifford space: A Realization of Kaluza-Klein theory in 4-dimensional spacetime,
Int.J.Mod.Phys. A21 (2006) 5905-5956,
/gr-qc/0507053v2.
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Martin Land,
Discrete Symmetries of Off-Shell Electromagnetism,
Found. Phys. 35 (2005) 1263,
/hep-th/0603213
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Martin Land,
Duality in Off-Shell Electromagnetism,
Found. Phys. 35 (2005) 1245,
/hep-th/0603169
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Martin Land,
Higher-Order Kinetic Term for Controlling Photon Mass in Off-Shell Electrodynamics,
Found. Phys. 33 (2003) 1157-1175,
/hep-th/0603074
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M.C. Land, L.P. Howitz,
The Covariant Stark Effect,
Found. Phys. 31 (2001) 967-991,
/quant-ph/0103136
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M. C. Land,
Particles and Events in Classical Off-Shell Electrodynamics,
Found. Phys. 27 (1997) 19-41,
/hep-th/9701159
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M. C. Land, L. P. Horwitz,
The Zeeman Effect for the Relativistic Bound State,
Journal of Physics, A: Mathematical and General, 28 (1995) 3289,
/hep-th/9407075
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M. C. Land, N. Shnerb, L. P. Horwitz,
On Feynman's Approach to the Foundations of Gauge Theory,
Journal of Mathematical Physics, 36 (1995) 3263,
/hep-th/9308003
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Martin Land,
Dirac Monopole from Lorentz Symmetry in N-Dimensions: I. The Generator Extension,
/hep-th/0603055
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Martin Land,
Dirac Monopole from Lorentz Symmetry in N-Dimensions: II. The Generalized Monopole,
/hep-th/0606046
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Diego L. Rapoport, Martingale problem approach to the representations of the Navier-Stokes equations on smooth-boundary manifolds and semispace,
Random Oper. and Stoch. Equ., Vol. 11, No. 2, pp. 109–136 (2003).
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Diego L. Rapoport, Torsion Fields, Cartan–Weyl Space–Time and State-Space Quantum Geometries, their Brownian Motions, and the Time Variables,
Foundations of Physics, Volume 37, Numbers 4-5, May 2007 , pp. 813-854(42).
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Diego L. Rapoport, Random symplectic geometry and the realizations of the random representations of the Navier-Stokes equations by ordinary differential equations,
Random Oper. and Stoch. Equ., Vol. 11, No. 2, pp. 351–380 (2003).
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Ben-Amots, N.,
Basic aspect of relativistic rotation: Franklin rotation of a sphere, Found. Phys.,
v. 33, pp. 1369-1372 (2003).
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Ben-Amots, N.,
Detection of rotation by a local elevator-like gedanken experiment,
Found. Phys., v. 35, pp. 1533-1542 (2005).
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Ben-Amots, N.,
Relativistic exponential gravitation and exponential potential of electric charge,
Found. Phys., v. 37, (2007).
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Ben-Amots, N.,
Approximate analytical solution for high-speed spin axisymmetric rotor, using coordinate system linkedto precession and nutation,
Acta Mechanica, v. 25, pp. 111-119 (1976).
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Bousso,D., Ben-Amots,N.,
A simple means for attaining high centrifugal accelerations,
J. Phys. E: Scientific Instruments, v. 5, pp. 291-295 (1972).
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R. L. Mallett, The gravitational field of a circulating light beam,
Found. Phys. 33, 1307 (2003).
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D. E. Cox, J. G. O’Brien, R. L. Mallett, and C. Roychoudhuri, Gravitational Faraday effect produced by a ring laser,
Found. Phys. 37, 723 (2007).
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Cynthia Kolb Whitney, Closing in on Chemical Bonds by Opening up Relativity Theory,
Int. J. Mol. Sci. 9, 272 (2008).
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Cynthia Kolb Whitney, Relativistic Dynamics in Basic Chemistry,
Found. Phys. 37, 788 (2007).
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Ed Seidewitz, Spacetime path formalism for massive particles of any spin,
Ann. Phys. 324, 309-331 (2009), arXiv:0804.3206[quant-ph].
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| Gersten, A., Maxwell equations as the one-photon quantum equation, Found. Phys. Lett. 12, 291-8 (1999). |
| Gersten, A., Quantum equations for massless particles of any spin, Found. Phys. Lett., 13, 185-192, 2000. |
| Gersten, A., Maxwell equations - the one-photon quantum equation, Found. Phys., 13 (8), 1211-1231, 2001. |
| Gersten, A., Euclidean Special Relativity, Found. Phys. 33, 1237-1251 (2003). |
| Gersten, A., Experiment to test whether we live in a four-dimensional physical space-time, Found. Phys., 35(8), 1445-52, 2005. |
| Gersten, A., Tensor Lagrangians, Lagrangians Equivalent to the Hamilton-Jacobi Equation and Relativistic Dynamics, Found. Phys., online, 2009. |
| L.P. Horwitz and C. Piron,
Relativistic dynamics,
Helv. Phys. Acta 46, 316 (1973). |
| L.P. Horwitz, C. Piron and F. Reuse,
Relativistic dynamics for the spin 1/2 particle,
Helv. Phys. Acta 48, 546 (1975). |
| L.P. Horwitz, C. Piron and W.C. Schieve,
Classical relativistic Gibbs ensembles,
Proc. of the 13th IUPAP Conf. on Stat. Physics, Annals of the Israel Physical Society, Vol 2, p.924 (1978). |
| L.P. Horwitz and A. Soffer,
On the existence of the wave operator in relativistic scattering theory,
Helv. Phys. Acta 53, 112 (1980) ,Annals of the Israel Physical Society vol 3 (1980), A. Hilger, Bristol, 1980. p.303. |
| L.P. Horwitz and Y. Lavie,
Scattering theory in relativistic quantum mechanics,
Phys. Rev. D 26, 819-838 (1982). |
| L.P. Horwitz and F. Rotbart,
On the non-relativistic limit of relativistic quantum mechanics,
Phys. Rev. D 24, 2127 (1981). |
| L.P. Horwitz and F. Rohrlich,
Constraint relativistic quantum dynamics,
Phys. Rev. D 24, 1528 (1981). |
| R. Arshansky and L.P. Horwitz,
On relativistic quantum theory for particles with spin 1/2,
J. Phys. A: Math. Gen. 15, L659-662 (1982). |
| R. Arshansky, L.P. Horwitz and Y. Lavie,
Particles vs. Events: The concatenated structure of world lines in relativistic quantum mechanics,
Foundations of Physics 13, 1167-1194 (1983). |
| B. Rosenstein and L.P. Horwitz,
Probability current versus charge current of a relativistic particle,
J. Phys. A: Math. and Gen. 18, 2115-2121 (1985). |
| L.P. Horwitz and F. Rohrlich,
Limitations of constraint dynamics,
Phys. Rev. D 31, 932-933 (1985). Rapid Communication. |
| L.P. Horwitz, R.I. Arshansky and A. Elitzur,
On the two aspects of time: The distinction and its implications,
Foundations of Physics 18, 1159-1193 (1988). |
| R.I. Arshansky and L.P. Horwitz,
The quantum relativistic two body bound state I: The spectrum,
Jour. Math. Phys. 30, 66 (1989). |
| R.I. Arshansky and L.P. Horwitz,
The quantum relativistic two body bound state II: The induced representation of SL(2,C),
Jour. Math. Phys. 30, 380 (1989). |
| D. Saad, L.P. Horwitz and R.I. Arshansky,
Off-Shell electromagnetism in manifestly covariant quantum mechanics,
Foundations of Physics 19, 1125 (1989). |
| M.C. Land and L.P. Horwitz,
Green's functions for off shell electromagnetism and spacelike correlations,
Foundations of Physics 21, 299 (1991). |
| M.C. Land and L.P. Horwitz,
The Lorentz force and energy momentum for off-shell electromagnetism,
Foundations of Physics Lett. 4, 61 (1991). |
| R. Ianconescu and L.P. Horwitz,
On the self force of a classical charged article,
Phys. Rev. A 45, 4346 (1992). |
| A. Arensburg and L.P. Horwitz,
A first order equation for spin in a manifestly covariant quantum theory,
Foundations of Physics 22, 1025 (1992). |
| M. Usher and L.P. Horwitz,
Localizability and causal propagation in relativistic quantum mechanics,
Foundations of Physics Lett. 4, 289, (1991). |
| L.P. Horwitz and W.C. Schieve,
Chaos in classical relativistic mechanics of a damped Duffing-like driven system,
Phy. Lett. A 156, 140 (1991). |
| L.P. Horwitz,
On the definition and evolution of states in relativistic classical and quantum mechanics,
Foundations of Physics 22, 421 (1992) (invited, Sir Karl Popper issues). |
| L.P. Horwitz and C. Piron,
The unstable system and irreversible motion in quantum theory,
Helv. Phys. Acta. 66, 693 (1993). 421 (1992) (invited, Sir Karl Popper issues). |
| L. Burakovsky and L.P. Horwitz,
Equilibrium relativistic mass distribution,
Physica A 201, 666-679 (1993). |
| N. Shnerb and L.P. Horwitz,
Canonical quantization of 4-and 5-dimensional U(1) gauge fields,
Phys. Rev. A 48, 4068 (1993). |
| M.C. Land, R.I. Arshansky and L.P. Horwitz,
Selection rules for dipole radiation from a relativistic bound state,
Foundations of Physics 24, 563 (1994) (invited paper, in honor of F. Rohrlich) (1994). Irreversibility,vol XCIX, p. 245, ed. I Prigogine and S. Rice, John Wiley (1997). |
| L.P. Horwitz,
The unstable system in relativistic quantum mechanics,
Found. Phys. 25, 39-65 (1995) |
| L.Burakovsky and L.P. Horwitz,
Equilibrium relativistic mass distribution for indistinguishable events,
Found. Phys. 25 , 785-818 (1995) (invited paper, in honor of F. Rohrlich) (1994). |
| L. Burakovsky and L.P. Horwitz,
5D Inflationary Cosmology,
Gen. Rel. and Gravitation 27 1043-1070 (1995) |
| J. Frastai and L.P. Horwitz,
Off-shell fields and Pauli-Villars regularization,
Foundations of Physics 25, 1495-1510 (1995) |
| L. Burakovsky and L.P. Horwitz,
Generalized Boltzmann equation in a manifestly covariant relativistic statistical mechanics,
Foundations of Physics 25 1335-1358 (1995). |
| L. Burakovsky, L.P. Horwitz and W.C. Schieve,
Towards a realistic equation of state of strongly interacting matter,
Found. of Phys. Lett. 8, 537-548 (1995). |
| M. Land and L.P. Horwitz,
Off-shell phenomena in Coulomb scattering,
Phys. Lett. A 239, 135-140 (1998). |
| Van der Pol, Y. Ashkenazy, C. Goren and L.P. Horwitz,
Chaos in the relativistic parametrically forced oscillator,
Phys. Lett. A243 195-204 (1998). |
| L.P. Horwitz and N. Shnerb,
Second quantization of the Stueckelberg quantum theory and associated gauge fields,
hep-th/9804155, Found. of Phys. 28, 1509 (1998). |
| O. Oron and L.P. Horwitz,
Classical Radiation Reaction Off-Shell Corrections to the Covariant Lorentz Force,
Phys. Lett. A 280 265-270 (2001). |
| O. Oron and L.P. Horwitz,
Radiation reaction of the classical off-shell relativistic charged particle,
Foundations of Physics 31 951 (2001), arXiv physics/0007022 |
| M.C. Land and L.P. Horwitz,
The covariant Stark effect,
Found. of Phys. 31, 967 (2001). |
| O. Oron and L.P. Horwitz,
Eikonal approximation to 5D wave equations and the 4D spacetime metric,
Found. of Phys. 33 (8) 1323-1338 (2003)(hep-ph/020518). |
| O. Oron and L.P. Horwitz,
The conformal metric associated with the U(1) gauge of the Stueckelberg-Schrodinger equations,
Found. of Phys. 331177-1187 (2003).(gr-qc/0302001). |
| O. Oron and L.P. Horwitz,
Relativistic Brownian motion in 3+1 dimensions,
Jour. Math. Phys. (math-ph/0312003) |
| Lawrence Horwitz,
On the significance of a recent experiment demonstrating quantum interference in time,
Phy. Lett. A 3551-6 (2006). |
| Aharonovich and L.P. Horwitz,
Green Functions for wave propagation on a 5D manifold and the associated gauge fields generated by a moving point charge,
Jour. Math Phys. 47,no.12. |
| A. Gershon and L.P. Horwitz,
Kaluza-Klein Theory as a Dynamics in a Dual Geometry,
Jour. Math. Phys., arXiv math-ph/0905.4130. |
| L.P. Horwitz, A. Gershon and M. Schiffer,
Hamiltonian Map to Conformal Modification of Spacetime Metric: Kaluza-Klein and TeVeS,
Found.of Phys. arXiv 0907.4242. |
| L.P. Horwitz and E.Z. Engelberg,
Energy Gaps in a Spacetime Crystal,
Phys. Lett. A 374 (2009)40-43. arXiv:0910.2646 (quant-ph) |
| Doron Ludwin and L.P. Horwitz,
Gravitational repulsion within a black hole using the Stueckelberg quantum formalism,
Jour. Math. Phys. 52, 012303 (2011), arXiv gr-qc 1008.3353. |
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