SU\G(𝔸)/K·U

Daniel Frohn

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All published works
Action Title Year Authors
+ Primzahlen: Ganz natürlich und doch kryptisch! Elementare Bausteine natürlicher Zahlen und Grundlage moderner Verschlüsselungsverfahren. 2014 Daniel Frohn
+ Stochastik und Kryptologie im Grundkurs Mathematik 2010 Daniel Frohn
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+ Die Wurzel aus 2. Zugänge zur Irrationalität auf algebraischen und geometrischen Wegen. 2009 Daniel Frohn
+ A (<i>K</i>)-Ring Satisfying the Ascending Chain Condition on Principal Ideals That Is Not a Principal Ideal Ring 2005 Daniel Frohn
+ A (K)-Ring Satisfying the Ascending Chain Condition on Principal Ideals That Is Not a Principal Ideal Ring 2005 Daniel Frohn
+ ACCP Rises to the Polynomial Ring if the Ring has Only Finitely Many Associated Primes 2004 Daniel Frohn
+ Modules with n-acc and the acc on certain types of annihilators 2002 Daniel Frohn
+ A COUNTEREXAMPLE CONCERNING ACCP IN POWER SERIES RINGS 2002 Daniel Frohn
Common Coauthors
Coauthor Papers Together
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Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat ACCP in polynomial rings: a counterexample 1994 William Heinzer
David Lantz
 3
+ Commutative rings with acc on n-generated ideals 1983 William Heinzer
David Lantz
 3
+ A COUNTEREXAMPLE CONCERNING ACCP IN POWER SERIES RINGS 2002 Daniel Frohn
 2
+ Sur des conditions de chaines ascendantes dans des modules libres 1977 Guy Renault
 2
+ Modules with n-acc and the acc on certain types of annihilators 2002 Daniel Frohn
 2
+ Sur les modules tels que toute suite croissante de sous-modules engendrés par n générateurs soit stationnaire 1979 Anne-Marie Nicolas
 2
+ PDF Chat Polynomial rings over Goldie rings are often Goldie 1986 Victor Camillo
Robert M. Guralnick
 1
+ The Laskerian property in commutative rings 1981 William Heinzer
David Lantz
 1
+ PDF Chat On the Noetherian-like rings of E. G. Evans 1972 William Heinzer
Jack Ohm
 1
+ Multiplicative ideal theory 1968 Robert Gilmer
 1
+ Some Results on Modules Satisfying (C) 1996 S. Visweswaran
 1
+ The polynomial ring over a Goldie ring need not be a Goldie ring 1990 Jeanne Wald Kerr
 1
+ On semilocal rings 1993 Rosa Camps
Warren Dicks
 1
+ Principal ideal rings and a condition of Kummer 1983 Robert Gilmer
William Heinzer
 1
+ PDF Chat Finitistic dimension and a homological generalization of semi-primary rings 1960 Hyman Bass
 1
+ PDF Chat Modules and rings satisfying (accr) 1993 Chin-Pi Lu
 1