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1
p ¯ p annihilation at rest into K L K ± π
p ¯ p annihilation at rest into K L K ± π
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p ¯ p annihilation at rest into K L K ± π

Abele, A. ; Bischoff, S. ; Blüm, P. ; Djaoshvili, N. ; Engelhardt, D. ; Herbstrith, A. ; Holtzhaußen, C. ; Tischhäuser, M. ; Adomeit, J. ; Kämmle, B. ; Meier, J. ; Schmidt, P. ; Seibert, R. ; Strohbusch, U. ; Amsler, C. ; v. Dombrowski, S. ; Giarritta, P. ; Heinzelmann, M. ; Ould-Saada, F. ; Pietra, C. ; Regenfus, C. ; Spanier, S. ; Baker, C. A. ; Batty, C. J. ; Pinder, C. N. ; Barnett, B. M. ; Credé, V. ; Ehmanns, A. ; Herz, M. ; Kalinowsky, H. ; Klempt, E. ; Pick, B. ; Resag, S. ; Strassburger, C. ; Thoma, U. ; Wittmack, K. ; Benayoun, M. ; Berdoz, A. ; McCrady, R. ; Meyer, C. A. ; Beuchert, K. ; Degener, T. ; Koch, H. ; Kunze, M. ; Kurilla, U. ; Lüdemann, J. ; Matthäy, H. ; Peters, K. ; Ratajczak, M. ; Stöck, H. ; Braune, K. ; Cramer, O. ; Dünnweber, W. ; Faessler, M. A. ; Hessey, N. P. ; Jamnik, D. ; Kolo, C. ; Roethel, W. ; Völcker, C. ; Wallis, S. ; Walther, D. ; Wiedner, U. ; Zupančič, Č. ; Case, T. ; Crowe, K. M. ; Heinsius, F. H. ; Kammel, P. ; Lakata, M. ; Doser, M. ; Kisiel, J. ; Landua, R. ; Montanet, L. ; Ouared, R. ; Haddock, R. P. ; Hidas, P. ; Suffert, M.

Physical review. D, Particles and fields, 1998-04, Vol.57 (7), p.3860-3872

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2
Microscopic, nonharmonic description of rotations and pairing vibrations in deformed pf -shell nuclei
Microscopic, nonharmonic description of rotations and pairing vibrations in deformed pf -shell nuclei
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Microscopic, nonharmonic description of rotations and pairing vibrations in deformed pf -shell nuclei

Allaart, K. ; Goeke, K. ; Müther, H. ; Faessler, A.

Physical review. C, Nuclear physics, 1974-01, Vol.9 (3), p.988-990

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3
Deformed quasiparticle random phase approximation formalism for single- and two-neutrino double β decay
Deformed quasiparticle random phase approximation formalism for single- and two-neutrino double β decay
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Deformed quasiparticle random phase approximation formalism for single- and two-neutrino double β decay

Álvarez-Rodríguez, R. ; Sarriguren, P. ; de Guerra, E. Moya ; Pacearescu, L. ; Faessler, Amand ; Šimkovic, F.

Physical review. C, Nuclear physics, 2004-12, Vol.70 (6), Article 064309

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4
Comment on “Protonium annihilation into π 0 π 0 at rest in a liquid hydrogen target”
Comment on “Protonium annihilation into π 0 π 0 at rest in a liquid hydrogen target”
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Comment on “Protonium annihilation into π 0 π 0 at rest in a liquid hydrogen target”

Amsler, C. ; Baker, C. A. ; Barnett, B. M. ; Batty, C. J. ; Benayoun, M. ; Blüm, P. ; Braune, K. ; Bugg, D. V. ; Case, T. ; Credé, V. ; Crowe, K. M. ; Doser, M. ; Dünnweber, W. ; Engelhardt, D. ; Faessler, M. A. ; Haddock, R. P. ; Heinsius, F. H. ; Heinzelmann, M. ; Hessey, N. P. ; Hidas, P. ; Jamnik, D. ; Kalinowsky, H. ; Kammel, P. ; Kisiel, J. ; Klempt, E. ; Koch, H. ; Kunze, M. ; Kurilla, U. ; Landua, R. ; Matthäy, H. ; Meyer, C. A. ; Meyer-Wildhagen, F. ; Ouared, R. ; Peters, K. ; Pick, B. ; Ratajczak, M. ; Regenfus, C. ; Reinnarth, J. ; Roethel, W. ; Sarantsev, A. ; Spanier, S. ; Strohbusch, U. ; Suffert, M. ; Suh, J. S. ; Thoma, U. ; Uman, I. ; Wallis-Plachner, S. ; Walther, D. ; Wiedner, U. ; Wittmack, K. ; Zou, B. S.

Physical review. D, Particles and fields, 2002-09, Vol.66 (5), Article 058101

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5
Mesonic and isobar degrees of freedom in the ground state of the nuclear many-body system
Mesonic and isobar degrees of freedom in the ground state of the nuclear many-body system
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Mesonic and isobar degrees of freedom in the ground state of the nuclear many-body system

Anastasio, M. R. ; Faessler, Amand ; Müther, H. ; Holinde, K. ; Machleidt, R.

Physical review. C, Nuclear physics, 1978-11, Vol.18 (5), p.2416-2429

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6
sd-shell study with a multiconfiguration mixing approach designed for large scale nuclear structure calculations
sd-shell study with a multiconfiguration mixing approach designed for large scale nuclear structure calculations
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sd-shell study with a multiconfiguration mixing approach designed for large scale nuclear structure calculations

Bender, E ; Schmid, KW ; Faessler, A

Physical review. C, Nuclear physics, 1995-12, Vol.52 (6), p.3002-3012

United States

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7
Sterile neutrinos in neutrinoless double beta decay
Sterile neutrinos in neutrinoless double beta decay
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Sterile neutrinos in neutrinoless double beta decay

Beneš, P. ; Faessler, Amand ; Kovalenko, S. ; Šimkovic, F.

Physical review. D, Particles, fields, gravitation, and cosmology, 2005-04, Vol.71 (7), Article 077901

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8
Neutrinoless double β -decay and neutrino mass hierarchies
Neutrinoless double β -decay and neutrino mass hierarchies
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Neutrinoless double β -decay and neutrino mass hierarchies

Bilenky, S. M. ; Faessler, Amand ; Gutsche, Thomas ; Šimkovic, Fedor

Physical review. D, Particles, fields, gravitation, and cosmology, 2005-09, Vol.72 (5), Article 053015

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9
Röntgenspektroskopische Bestimmung der Wertigkeit des Kobalts im Vitamin B12
Röntgenspektroskopische Bestimmung der Wertigkeit des Kobalts im Vitamin B12
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Röntgenspektroskopische Bestimmung der Wertigkeit des Kobalts im Vitamin B12

Boehm, G. ; Faessler, A. ; Rittmayer, G.

Zeitschrift für Naturforschung. B, A journal of chemical sciences, 1954-08, Vol.9 (8), p.509-513 [Periódico revisado por pares]

Verlag der Zeitschrift für Naturforschung

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10
Quantum algebraic description of vibrational and transitional nuclear spectra
Quantum algebraic description of vibrational and transitional nuclear spectra
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Quantum algebraic description of vibrational and transitional nuclear spectra

Bonatsos, D ; Daskaloyannis, C ; Faessler, A ; Raychev, PP ; Roussev, RP

Physical review. C, Nuclear physics, 1994-07, Vol.50 (1), p.497-500

United States

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