Klaus Scharnhorst

Publications

For each publication, further information and links are available via the hyperlink attached to the publication numbers. For most publications, more information can also be retrieved from the HEP database (SPIRES-SLAC).

[1] D. Knauss, K. Scharnhorst: Two-loop renormalization of non-smooth string operators in Yang-Mills theory; Annalen der Physik (Leipzig), 7. Series, 41(1984)331-344.

[2] D. Robaschik, K. Scharnhorst, E. Wieczorek: Quantum field theoretic treatment of the Casimir effect at T =/= 0, Imaginary time formalism; IfH Berlin-Zeuthen Preprint PHE 85-09, 18 pp..

[3] K. Scharnhorst, D. Robaschik, E. Wieczorek: Radiative corrections to the Casimir effect at finite temperature - Real time formalism; IfH Berlin-Zeuthen Preprint PHE 85-13, 40 pp..

[4] D. Robaschik, K. Scharnhorst, E. Wieczorek: Radiative corrections to the Casimir pressure under the influence of temperature and external fields; Special Topics in Gauge Field Theories, Proceedings of the XIX. International Symposium Ahrenshoop, Ahrenshoop, November 18-22, 1985, Editor F. Kaschluhn; IfH Berlin-Zeuthen Preprint PHE 85-15, pp. 103-116.

[5] E. Wieczorek, D. Robaschik, K. Scharnhorst: Radiative corrections to the Casimir effect at T =/= 0 (in Russian); Yadernaya Fizika 44(1986)1029-1032. English translation: Soviet Journal of Nuclear Physics 44(1986)665-667.

[6] H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Non-abelian gauge theory in a constant homogeneous background - Properties of radiative corrections and the two-loop effective potential; Proceedings of the XX. International Symposium Ahrenshoop on the Theory of Elementary Particles, October 13-17, 1986, Editor F. Kaschluhn; IfH Berlin-Zeuthen Preprint PHE 86-13, pp. 31-45.

[7] K. Scharnhorst: Zur effektiven Wirkung in der QCD und zu Strahlungskorrekturen zum Casimir-Effekt in der QED [On the effective action in QCD and on radiative corrections to the Casimir effect in QED]; Doctoral Thesis, Humboldt University Berlin, 1987, 98 pp. [in German].

[8] K. Scharnhorst, D. Robaschik, E. Wieczorek: Quantum field theoretic treatment of the Casimir effect at T > 0 (Real time formulation - free field approximation); Annalen der Physik (Leipzig), 7. Series, 44(1987)351-360.

[9] D. Robaschik, K. Scharnhorst, E. Wieczorek: Radiative corrections to the Casimir pressure under the influence of temperature and external fields; Annals of Physics (New York) 174(1987)401-429.

[10] H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Propagators of non-abelian gauge theory in background fields; IfH Berlin-Zeuthen Preprint PHE 87-9, 14 pp..

[11] H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Non-abelian gauge theory in a homogeneous background field; Proceedings of the XXI. International Symposium Ahrenshoop on the Theory of Elementary Particles, Sellin, October 12-16, 1987, Editor E. Wieczorek; IfH Berlin-Zeuthen Preprint PHE 87-13, pp. 123-136.

[12] H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Yang-Mills propagators in background fields; Hadron-Structure '87, Proceedings of the Conference, Smolenice, November 16-20, 1987, Physics and Applications Vol. 14, Editor D. Krupa; EPRC, Slovac Academy of Sciences, Bratislava 1988, pp. 239-243.

[13] K. Scharnhorst: Background field method and effective action; Harvard University Cambridge Preprint HUTP 87/A087, 32 pp..

[14] K. Scharnhorst: On a special representation of the effective action; Proceedings of the XXII. International Symposium Ahrenshoop on the Theory of Elementary Particles, Ahrenshoop, October 17-21, 1988, Editor E. Wieczorek; IfH Berlin-Zeuthen Preprint PHE 88-13, pp. 73-80.

[15] H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Euclidean Yang-Mills theory in constant background fields and unstable modes; Journal of Physics G: Nuclear and Particle Physics 16(1990)161-174.

[16] K. Scharnhorst: On propagation of light in the vacuum between plates; Physics Letters B 236(1990)354-359.

[17] D. Hennig, D. Robaschik, K. Scharnhorst: Aspects of the renormalization of QED in a singular external gauge potential; Proceedings of the International Seminar Quarks '90, Telavi, USSR, May 14-19, 1990, Editors V.A. Matveev, V.A. Rubakov, A.N. Tavkhelidze, P.G. Tinyakov; World Scientific, Singapore 1991, pp. 218-222.

[18] M. Bordag, D. Hennig, D. Robaschik, K. Scharnhorst, E. Wieczorek: Delta potentials on planes in QED; Classical and Quantum Systems: Foundations and Symmetries, Proceedings of the II. International Wigner Symposium, Goslar, Germany, July 16-20, 1991, Editors H.D. Doebner, W. Scherer, F. Schroeck, Jr.; World Scientific, Singapore 1993, pp. 571-576.

[19] G. Barton, K. Scharnhorst: QED between parallel mirrors: Light signals faster than c, or amplified by the vacuum; Journal of Physics A: Mathematical and General 26(1993)2037-2046.

[20] K. Scharnhorst: A functional integral equation for the complete effective action in quantum field theory; University of Leipzig Preprint NTZ 16/1993, hep-th/9312137, 88 pp.. International Journal of Theoretical Physics 36(1997)281-343, abbreviated version.

[21] K. Scharnhorst: Non-local quantum electrodynamics admits a finitely induced gauge field action; Proceedings of the Royal Society of London A: Mathematical, Physical, and Engineering Sciences 451(1995)571-577, ibid. 452(1996)1503, erratum.

[22] K. Scharnhorst: The exact equivalence of the two-flavour strong coupling lattice Schwinger model with Wilson fermions to a vertex model; Nuclear Physics B 479[FS](1996)727-745.

[23] K. Scharnhorst: Results for the strong coupling lattice Schwinger model with Wilson fermions from a study of the equivalent loop model; Physical Review D 56(1997)3650-3659.

[24] K. Scharnhorst: The exact equivalence of the one-flavour lattice Thirring model with Wilson fermions to a two-colour loop model; Nuclear Physics B 503(1997)479-504.

[25] M. Bordag, K. Scharnhorst: O(alpha) radiative correction to the Casimir energy for penetrable mirrors; Physical Review Letters 81(1998)3815-3818.

[26] K. Scharnhorst: The velocities of light in modified QED vacua; Proceedings of the Workshop Superluminal(?) Velocities: Tunneling Time, Barrier Penetration, Non-Trivial Vacua, Philosophy of Physics, June 1998, Cologne, Guest Editors P. Mittelstaedt, G. Nimtz; Annalen der Physik (Leipzig), 8. Series, 7(1998)700-709.

[27] K. Scharnhorst: A special irreducible matrix representation of the real Clifford algebra C(3,1); Journal of Mathematical Physics 40(1999)3616-3631.

[28] K. Scharnhorst: Isocliny in spinor space and Wilson fermions; Nuclear Physics B 581[PM](2000)718-742.

[29] K. Scharnhorst: Angles in complex vector spaces; Acta Applicandae Mathematicae 69(2001)95-103.

[30] K. Scharnhorst: A Grassmann integral equation; Journal of Mathematical Physics 44(2003)5415-5449.

[31] J.-W. van Holten, K. Scharnhorst: Nonlinear Bogolyubov-Valatin transformations and quaternions; Journal of Physics A: Mathematical and General 38(2005)10245-10252.

Up, or back to: home page of Klaus Scharnhorst / Department of Theoretical Physics / Division of Physics and Astronomy

Document address: http://www.nat.vu.nl/~scharnh/pub.htm


[1]	D. Knauss, K. Scharnhorst: Two-loop renormalization of non-smooth string operators in Yang-Mills theory; Annalen der Physik (Leipzig), 7. Series, 41(1984)331-344.

[2]	D. Robaschik, K. Scharnhorst, E. Wieczorek: Quantum field theoretic treatment of the Casimir effect at T =/= 0, Imaginary time formalism; IfH Berlin-Zeuthen Preprint PHE 85-09, 18 pp..

[3]	K. Scharnhorst, D. Robaschik, E. Wieczorek: Radiative corrections to the Casimir effect at finite temperature - Real time formalism; IfH Berlin-Zeuthen Preprint PHE 85-13, 40 pp..

[4]	D. Robaschik, K. Scharnhorst, E. Wieczorek: Radiative corrections to the Casimir pressure under the influence of temperature and external fields; Special Topics in Gauge Field Theories, Proceedings of the XIX. International Symposium Ahrenshoop, Ahrenshoop, November 18-22, 1985, Editor F. Kaschluhn; IfH Berlin-Zeuthen Preprint PHE 85-15, pp. 103-116.

[5]	E. Wieczorek, D. Robaschik, K. Scharnhorst: Radiative corrections to the Casimir effect at T =/= 0 (in Russian); Yadernaya Fizika 44(1986)1029-1032. English translation: Soviet Journal of Nuclear Physics 44(1986)665-667.

[6]	H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Non-abelian gauge theory in a constant homogeneous background - Properties of radiative corrections and the two-loop effective potential; Proceedings of the XX. International Symposium Ahrenshoop on the Theory of Elementary Particles, October 13-17, 1986, Editor F. Kaschluhn; IfH Berlin-Zeuthen Preprint PHE 86-13, pp. 31-45.

[7]	K. Scharnhorst: Zur effektiven Wirkung in der QCD und zu Strahlungskorrekturen zum Casimir-Effekt in der QED [On the effective action in QCD and on radiative corrections to the Casimir effect in QED]; Doctoral Thesis, Humboldt University Berlin, 1987, 98 pp. [in German].

[8]	K. Scharnhorst, D. Robaschik, E. Wieczorek: Quantum field theoretic treatment of the Casimir effect at T > 0 (Real time formulation - free field approximation); Annalen der Physik (Leipzig), 7. Series, 44(1987)351-360.

[9]	D. Robaschik, K. Scharnhorst, E. Wieczorek: Radiative corrections to the Casimir pressure under the influence of temperature and external fields; Annals of Physics (New York) 174(1987)401-429.

[10]	H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Propagators of non-abelian gauge theory in background fields; IfH Berlin-Zeuthen Preprint PHE 87-9, 14 pp..

[11]	H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Non-abelian gauge theory in a homogeneous background field; Proceedings of the XXI. International Symposium Ahrenshoop on the Theory of Elementary Particles, Sellin, October 12-16, 1987, Editor E. Wieczorek; IfH Berlin-Zeuthen Preprint PHE 87-13, pp. 123-136.

[12]	H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Yang-Mills propagators in background fields; Hadron-Structure '87, Proceedings of the Conference, Smolenice, November 16-20, 1987, Physics and Applications Vol. 14, Editor D. Krupa; EPRC, Slovac Academy of Sciences, Bratislava 1988, pp. 239-243.

[13]	K. Scharnhorst: Background field method and effective action; Harvard University Cambridge Preprint HUTP 87/A087, 32 pp..

[14]	K. Scharnhorst: On a special representation of the effective action; Proceedings of the XXII. International Symposium Ahrenshoop on the Theory of Elementary Particles, Ahrenshoop, October 17-21, 1988, Editor E. Wieczorek; IfH Berlin-Zeuthen Preprint PHE 88-13, pp. 73-80.

[15]	H.J. Kaiser, K. Scharnhorst, E. Wieczorek: Euclidean Yang-Mills theory in constant background fields and unstable modes; Journal of Physics G: Nuclear and Particle Physics 16(1990)161-174.

[16]	K. Scharnhorst: On propagation of light in the vacuum between plates; Physics Letters B 236(1990)354-359.

[17]	D. Hennig, D. Robaschik, K. Scharnhorst: Aspects of the renormalization of QED in a singular external gauge potential; Proceedings of the International Seminar Quarks '90, Telavi, USSR, May 14-19, 1990, Editors V.A. Matveev, V.A. Rubakov, A.N. Tavkhelidze, P.G. Tinyakov; World Scientific, Singapore 1991, pp. 218-222.

[18]	M. Bordag, D. Hennig, D. Robaschik, K. Scharnhorst, E. Wieczorek: Delta potentials on planes in QED; Classical and Quantum Systems: Foundations and Symmetries, Proceedings of the II. International Wigner Symposium, Goslar, Germany, July 16-20, 1991, Editors H.D. Doebner, W. Scherer, F. Schroeck, Jr.; World Scientific, Singapore 1993, pp. 571-576.

[19]	G. Barton, K. Scharnhorst: QED between parallel mirrors: Light signals faster than c, or amplified by the vacuum; Journal of Physics A: Mathematical and General 26(1993)2037-2046.

[20]	K. Scharnhorst: A functional integral equation for the complete effective action in quantum field theory; University of Leipzig Preprint NTZ 16/1993, hep-th/9312137, 88 pp.. International Journal of Theoretical Physics 36(1997)281-343, abbreviated version.

[21]	K. Scharnhorst: Non-local quantum electrodynamics admits a finitely induced gauge field action; Proceedings of the Royal Society of London A: Mathematical, Physical, and Engineering Sciences 451(1995)571-577, ibid. 452(1996)1503, erratum.

[22]	K. Scharnhorst: The exact equivalence of the two-flavour strong coupling lattice Schwinger model with Wilson fermions to a vertex model; Nuclear Physics B 479[FS](1996)727-745.

[23]	K. Scharnhorst: Results for the strong coupling lattice Schwinger model with Wilson fermions from a study of the equivalent loop model; Physical Review D 56(1997)3650-3659.

[24]	K. Scharnhorst: The exact equivalence of the one-flavour lattice Thirring model with Wilson fermions to a two-colour loop model; Nuclear Physics B 503(1997)479-504.

[25]	M. Bordag, K. Scharnhorst: O(alpha) radiative correction to the Casimir energy for penetrable mirrors; Physical Review Letters 81(1998)3815-3818.

[26]	K. Scharnhorst: The velocities of light in modified QED vacua; Proceedings of the Workshop Superluminal(?) Velocities: Tunneling Time, Barrier Penetration, Non-Trivial Vacua, Philosophy of Physics, June 1998, Cologne, Guest Editors P. Mittelstaedt, G. Nimtz; Annalen der Physik (Leipzig), 8. Series, 7(1998)700-709.

[27]	K. Scharnhorst: A special irreducible matrix representation of the real Clifford algebra C(3,1); Journal of Mathematical Physics 40(1999)3616-3631.

[28]	K. Scharnhorst: Isocliny in spinor space and Wilson fermions; Nuclear Physics B 581[PM](2000)718-742.

[29]	K. Scharnhorst: Angles in complex vector spaces; Acta Applicandae Mathematicae 69(2001)95-103.

[30]	K. Scharnhorst: A Grassmann integral equation; Journal of Mathematical Physics 44(2003)5415-5449.

[31]	J.-W. van Holten, K. Scharnhorst: Nonlinear Bogolyubov-Valatin transformations and quaternions; Journal of Physics A: Mathematical and General 38(2005)10245-10252.