Publikationen von R. Meyer-Spasche

Meyer-Spasche, R.: Book Review of Arne Schirrmacher. Establishing Quantum Physics in Göttingen: David Hilbert, Max Born, and Peter Debye in Context, 1900–1926. Isis 112 (3), S. 623 - 624 (2021)

Meyer-Spasche, R.; Nossum, R. T.: Persecution and Patronage: Oscar Buneman’s years in Britain. Almagest 7 (2), S. 4 - 21 (2016)

Meyer-Spasche, R.: Cosmopolitan Oscar Buneman (1913-1993): his serpentine path from Milan to Stanford. Almagest 5 (2), S. 26 - 39 (2014)

Constantinescu, D.; Dumbrajs, O.; Igochine, V.; Lackner, K.; Meyer-Spasche, R.; Zohm, H.; ASDEX Upgrade Team: A low-dimensional model system for quasi-periodic plasma perturbations. Physics of Plasmas 18, 062307 (7pp) (2011)

Dimova, K.; Meyer-Spasche, R.: On a moving boundary model of anomalous heat transport in a tokamak plasma. International Journal of Pure and Applied Mathematics 47, S. 589 - 608 (2008)

Goetz, M.; Meyer-Spasche, R.; Weitzner, H.: A study of a simple gyrotron equation. Journal of Physics A: Mathematical and Theoretical 40, S. 2203 - 2218 (2007)

Meyer-Spasche, R.: On difference schemes for quasilinear evolution problems. Electronic Transactions on Numerical Analysis 27, S. 78 - 93 (2007)

Meyer-Spasche, R.: Mathematikerinnen an der Technischen Universität München. Mitteilungen 2004/2 der TU München für Studierende, Mitarbeiter, Freunde. Kontakttum (4), S. 14 - 15 (2004)

Dumbrajs, O.; Meyer-Spasche, R.; Reinfelds, A.: Analysis of electron trajectories in a gyrotron resonator. IEEE Transactions on Plasma Science 26 (3), S. 846 - 853 (1998)

Grote, K.; Meyer-Spasche, R.: Euler-like discrete models of the logistic differential equation. Computers & Mathematics with Applications 36 (10-12), S. 211 - 225 (1998)

Meyer-Spasche, R.: Difference schemes of optimum degree of implicitness for a family of simple ODEs with blow-up solutions. Journal of Computational and Applied Mathematics 97 (1-2), S. 137 - 152 (1998)

Meyer-Spasche, R.; Duechs, D.: A General Method for Obtaining Unconventional and Nonstandard Difference Schemes. Dynamics of Continuous, Discrete and Impulsive Systems 3, S. 453 - 467 (1997)

Fornberg, B.; Meyer-Spasche, R.: A finite difference procedure for a class of free boundary problems. Journal of Computational Physics 102 (1), S. 72 - 77 (1992)

Meyer-Spasche, R.; Fornberg, B.: Discretization Erros at Free Boundaries of the Grad-Schlueter-Shafranov Equation. Numerische Mathematik Bd. 59, Nr. 7, S. 683 - 710 (1991)

Specht, H.; Wagner, M.; Meyer-Spasche, R.: Interactions of Secondary Branches of Taylor Vortex Solutions. ZAMM. Zeitschrift fuer angewandte Mathematik und Mechanik 69, 10, S. 339 - 352 (1989)

Stredulinsky, E.; Meyer-Spasche, R.; Lortz, D.: Asymptotic Behavior of Solutions of Certain Parabolic Problems with Space and Time Dependent Coefficients. Communications on Pure and Applied Mathematics 39, S. 233 - 266 (1986)

Meyer-Spasche, R.; Keller, H.B.: Some Bifurcation Diagrams for Taylor Vortex Flows. Physics of Fluids 28, S. 1248 (1985)

Lortz, D.; Meyer-Spasche, R.; Stredulinsky, E.W.: Asymptotic Behaviour of the Solutions of Certain Parabolic Equations. Communications on Pure and Applied Mathematics 37, S. 677 (1984)

Lortz, D.; Meyer-Spasche, R.: On the Decay of the Solutions of a Class of Parabolic-Elliptic Equations. Zeitschrift fuer Angewandte Mathematik und Mechanik 62, S. 289 - 290 (1982)

Lortz, D.; Meyer-Spasche, R.: Eigenvalue Bounds for Elliptic Operators. Mathematical Methods in the Applied Sciences 4, S. 425 - 432 (1982)