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ORCIDHelmut Wolter
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1990 – 1999
- 1993
[j14]Helmut Wolter:
On Roots of Exponential Terms. Math. Log. Q. 39: 96-102 (1993)- [j13]Helmut Wolter:
Consequences of Schanuel's Condition for Zeros of Exponential Terms. Math. Log. Q. 39: 559-565 (1993)
1980 – 1989
- 1989
- [j12]Helmut Wolter:
Orderings in Exponential Fields of Term Defined Functions. Math. Log. Q. 35(2): 187-192 (1989) - [e1]Ingo Dahn, Helmut Wolter:
Proceedings of the 7th Easter Conference on Model Theory, Wendisch-Rietz, Germany, March 27-31, 1989. Mathematik, Seminarbericht 104, Humboldt-Universität Berlin 1989 [contents] - 1986
- [j11]Helmut Wolter:
Some Remarks on Exponential Functions in Ordered Fields. Math. Log. Q. 32(13-16): 229-236 (1986) - 1985
- [j10]Helmut Wolter:
On the "Problem of the Last Root" for Exponential Terms. Math. Log. Q. 31(9-12): 163-168 (1985) - 1984
- [j9]Bernd I. Dahn, Helmut Wolter:
Ordered Fields with Several exponential Functions. Math. Log. Q. 30(19-24): 341-348 (1984) - 1983
- [j8]Bernd I. Dahn, Helmut Wolter:
On the Theory of exponential Fields. Math. Log. Q. 29(9): 465-480 (1983) - 1981
- [j7]Heinrich Herre, Helmut Wolter:
Untersuchungen zur Theorie der linearen Ordnung in Logiken mit MäChtigkeitsquantoren. Math. Log. Q. 27(2-6): 73-94 (1981) - 1980
- [j6]Eberhard Herrmann, Helmut Wolter:
Untersuchungen zu Schwachen Logiken der Zweiten Stufe. Math. Log. Q. 26(1-6): 59-68 (1980)
1970 – 1979
- 1979
- [j5]Heinrich Herre, Helmut Wolter:
Entscheidbarkeit der Theorie der Linearen Ordnung in Logiken mit Mächtigkeitsquantoren bzw. mit Chang-Quantor. Math. Log. Q. 25(19-24): 345-358 (1979) - 1978
- [j4]Heinrich Herre, Helmut Wolter:
Entscheidbarkeit der Theorie der Linearen Ordnung in L. Math. Log. Q. 24(1-6): 73-78 (1978) - 1977
- [j3]Heinrich Herre, Helmut Wolter:
Entscheidbarkeit Der Theorie Der Linearen Ordnung In L. Math. Log. Q. 23(18): 273-282 (1977) - 1975
- [j2]Heinrich Herre, Helmut Wolter:
Entscheidbarkeit von Theorien in Logiken mit verallgemeinerten Quantoren. Math. Log. Q. 21(1): 229-246 (1975) - [j1]Helmut Wolter:
Entscheidbarkeit der Arithmetik mit Addition und Ordnung in Logiken mit verallgemeinerten Quantoren. Math. Log. Q. 21(1): 321-330 (1975)
Coauthor Index
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