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All published works
Action
Title
Year
Authors
+
Determination of quasiprobability distributions in terms of probability distributions for the rotated quadrature phase
1989
Karl Vogel
H. Risken
+
Stability of parametrically excited dissipative systems
1988
Th. Leiber
H. Risken
+
Eigenvalues for the extremely underdamped Brownian motion in an inclined periodic potential
1984
Peter Jung
H. Risken
+
Matrix continued fraction solutions of the Kramers equation and their inverse friction expansions
1981
H. Risken
H. D. Vollmer
M. M�rsch
Common Coauthors
Coauthor
Papers Together
Peter Jung
1
Karl Vogel
1
H. D. Vollmer
1
Th. Leiber
1
M. M�rsch
1
Commonly Cited References
Action
Title
Year
Authors
# of times referenced
+
Theory and Application of Mathieu Functions
1964
N. W. McLachlan
1
+
Der charakteristische Exponent der Hillschen Differentialgleichung
1929
M.J.O. Strutt
1
+
�ber die lineare Differentialgleichung zweiter Ordnung mit periodischen Koeffizienten
1913
Georg Hamel
1
+
PDF
Chat
Erratum: Solvable Hill equation
1985
Lee W. Casperson
1
+
The Baker-Hausdorff Formula and a Problem in Crystal Physics
1962
George H. Weiss
A. A. Maradudin
1
+
A Technique for Determining Stability Regions for the Damped Mathieu Equation
1974
H. Gunderson
H. Rigas
F. S. VanVleck
1
+
Über die freien Schwingungen in Kondensatorkreisen mit periodisch veränderlicher Kapazität
1934
A. Erdélyi
1
+
�ber lineare homogene Differentialgleichungen 2. Ordnung mit periodischen Koeffizienten. Bemerkung zur Arbeit gleichen Titels von HerrnHamel
1918
Otto Haupt
1
+
PDF
Chat
The fluctuation-dissipation theorem
1966
Ryogo Kubo
1
+
The variational approach to the theory of subharmonic bifurcations
1987
Noboru Takimoto
Hisashi Yamashida
1
+
Matrix continued fraction solutions of the Kramers equation and their inverse friction expansions
1981
H. Risken
H. D. Vollmer
M. M�rsch
1
+
Handbook of Mathematical Functions
1966
Donald A. McQuarrie
1
+
On a Restricted Class of Coupled Hill’s Equations and Some Applications
1961
C. S. Hsu
1
+
Approximation of the linear Boltzmann equation by the Fokker-Plank equation
1967
R. Pawula
1
+
Über die kleinen Schwingungen eines Pendels mit oszillierendem Aufhängepunkt
1934
A. Erdélyi
1
+
Stability of Linear Systems
2001
Harvard Lomax
Thomas H. Pulliam
David W. Zingg
1