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Author ID: hess.peter-otto Recent zbMATH articles by "Hess, Peter Otto"
Published as: Hess, P. O.; Hess, Peter O.; Hess, Peter; Hess, P.; Hess, Peter Otto

Publications by Year

Citations contained in zbMATH Open

9 Publications have been cited 24 times in 19 Documents Cited by Year
Collectivity and geometry. II: The two-dimensional case. Zbl 0553.22007
Chacón, E.; Hess, P.; Moshinsky, M.
11
1984
The intuition of infinity. Zbl 0397.00022
Fischbein, E.; Tirosh, D.; Hess, P.
3
1979
On a second-order nonlinear elliptic boundary value problem. Zbl 0464.35041
Hess, Peter
3
1978
Collectivity and geometry. V: Spectra and shapes in the two-dimensional case. Zbl 0633.22007
Chacón, E.; Hess, P. O.; Moshinsky, M.
3
1987
Pseudo-complex general relativity. Zbl 1339.83009
Hess, Peter O.; Schäfer, Mirko; Greiner, Walter
2
2016
Young diagrams as Kronecker products of symmetric or antisymmetric components. Zbl 0711.20010
Lopez, R.; Hess, P. O.; Rochford, P.; Draayer, J. P.
2
1990
The power of the geometrical model of the nucleus. Zbl 1414.81273
Hess, Peter O.
1
2018
There are no black holes — pseudo-complex general relativity: review and some predictions. Zbl 1204.83003
Hess, P. O.; Maghlaoui, L.; Greiner, W.
1
2010
Symbolic-numeric algorithm for calculations in geometric collective model of atomic nuclei. Zbl 1517.81098
Deveikis, Algirdas; Gusev, Alexander A.; Vinitsky, Sergue I.; Blinkov, Yuri A.; Góźdź, Andrzej; Pȩdrak, Aleksandra; Hess, Peter O.
1
2022
Symbolic-numeric algorithm for calculations in geometric collective model of atomic nuclei. Zbl 1517.81098
Deveikis, Algirdas; Gusev, Alexander A.; Vinitsky, Sergue I.; Blinkov, Yuri A.; Góźdź, Andrzej; Pȩdrak, Aleksandra; Hess, Peter O.
1
2022
The power of the geometrical model of the nucleus. Zbl 1414.81273
Hess, Peter O.
1
2018
Pseudo-complex general relativity. Zbl 1339.83009
Hess, Peter O.; Schäfer, Mirko; Greiner, Walter
2
2016
There are no black holes — pseudo-complex general relativity: review and some predictions. Zbl 1204.83003
Hess, P. O.; Maghlaoui, L.; Greiner, W.
1
2010
Young diagrams as Kronecker products of symmetric or antisymmetric components. Zbl 0711.20010
Lopez, R.; Hess, P. O.; Rochford, P.; Draayer, J. P.
2
1990
Collectivity and geometry. V: Spectra and shapes in the two-dimensional case. Zbl 0633.22007
Chacón, E.; Hess, P. O.; Moshinsky, M.
3
1987
Collectivity and geometry. II: The two-dimensional case. Zbl 0553.22007
Chacón, E.; Hess, P.; Moshinsky, M.
11
1984
The intuition of infinity. Zbl 0397.00022
Fischbein, E.; Tirosh, D.; Hess, P.
3
1979
On a second-order nonlinear elliptic boundary value problem. Zbl 0464.35041
Hess, Peter
3
1978

Citations by Year