numero	referencia_transcrita	clave_bib
1	J.C. Bowers und S.R. Sedore. SCEPTRE: A Computer Program for Circuit and System Analysis. Englewood Cliffs, New Jersey: Prentice-Hall, Inc., 1971.	BowersSedore1971Sceptre
2	D. Becker. Extended SCEPTRE. User’s Manual. AFWL: TR-73-75, NTIS: ADA 009594. https://www.thm.de/iem/images/user/novender-978/SCEPTRE-Vol1- en.pdf.	BeckerNovender1999SceptreVol1
3	D. Becker. Extended SCEPTRE. Mathematical Formulation. AFWL: TR-73-75, NTIS: ADA 009595. https://www.thm.de/iem/images/user/novender-978/ SCEPTRE-Vol2-en.pdf.	Becker1973SceptreVol2
4	Wolf-Rainer Novender. SC1/SD2 — Revised SCEPTRE Version. unpublished. 2026.	Novender2026RevisedSceptre
5	R. W. Jensen und L. P. McNamee. Handbook of Circuit Analysis Languages and Techniques. Englewood Cliffs, New Jersey: Prentice-Hall, Inc., 1976.	
6	Advanced Statistical Analysis Program (ASTAP). General Information Manual. IBM GH20-1271-0.	
7	H. Spiro. Simulation integrierter Schaltungen durch universelle Rechnerprogram- me. Verfahren und Praxis der rechnergestützten Simulation nichtlinearer Schaltun- gen. München: Verlag Oldenbourg, 1985.	
8	W.-R. Novender. SCEPTRE — Ein Programm zur Analyse und Simulation nichtli- nearer elektrischer Netzwerke und dynamischer Systeme. Benutzerhandbuch. https: //www.thm.de/iem/images/user/novender-978/SCEPTRE-Vol12-de.pdf, 2018.	Novender2018SceptreManual
9	W. Kaplan. Ordinary Differential Equations. Reading, Mass.: Addison Wesley, 1958. Kap. 10-2, S. 400–401.	
10	W. Kaplan. Ordinary Differential Equations. Reading, Mass.: Addison Wesley, 1958. Kap. 10-4, ”Heun’s Method”, S. 402–403.	
11	K. G. Ashar, H. N. Ghosh, A. W. Aldridge und L. J. Patterson. “Transient Analysis and Device Characterization of ACP Circuits”. In: IBM Journal of Research and Development 7 (1963), S. 218.	
12	P. E. Chase. “Stability Properties of Predictor-Corrector Methods for Ordinary Differential Equations”. In: Journal A.C.M 9 (Okt. 1962), S. 457–468.	
13	Wm. C. Davidon. Variable Metric Method for Minimization. Report ANL-5990 (REV). AEC Research und Development, 1959. 161 Literatur Literatur	
14	M. J. Box. “A Comparison of Several Current Optimization Methods, and the Use of Transformation in Constrained Problems”. In: The Computer Journal 9 (1966), S. 67–77.	
15	M. J. Box, D. Davies und W. G. Svann. Non-Linear Optimization Techniques. Monograph No. 5. Imperial Chemical Industries Ltd., 1969.	
16	Variable Metric Minimization. SHARE Routine No. 1117, AN Z013, A3. Suite 750, 25 Broadway New York, NY 10004: SHARE Inc.	
17	W. Tinney und J. Walker. Direct Solution of Sparse Network Equations by Opti- mally Ordered Triangular Factorization. IEEE, Nov. 1967.	
18	J. Grad und M. A. Brebner. “Algorithm 343, Eigenvalues and Eigenvectors of a general matrix”. In: Comm. ACM 11 (Dez. 1968), S. 820–826.	
19	J. V. Leeds und G. I. Ugron. “Simplified Multiple Parameter Sensitivity Calcula- tion and Continuously Equivalent Network”. In: IEEE Trans. on Circuit Theory 14 (Juni 1967).	
20	W.-R. Novender. SCEPTRE — Ein Programm zur Analyse und Simulation nicht- linearer elektrischer Netzwerke und dynamischer Systeme. Anwendungsbeispiele (deutsch/englisch). https://www.thm.de/iem/images/user/novender-978/ SCEPTRE-beispiele.pdf, 2018.	Novender2018SceptreExamples
21	J. Portasik und C. Glass. System Analysis Using the SCEPTRE Computer Pro- gram. 98. AFWL, Sep. 1968.	PortasikGlass1968Sceptre
22	S. R. Sedore. “SCEPTRE: A Program for Automatic Network Analysis”. In: IBM Journal of Research and Development 2 (Nov. 1967).	Sedore1967Sceptre
23	S. R. Sedore. “More Efficient Use of the F Matrix in Practical Circuit Analysis Program”. In: IEEE Trans. on Computers 17 (Mai 1968).	
24	M. Fowler und R. Warten. “A Numerical Integration Technique for Ordinary Dif- ferential Equations with Widely Separated Eigenvalues”. In: IBM Journal of Re- search and Development 2 (Sep. 1967).	
25	R. H. Dickhaut. Advances in Computer Techniques for Radiation Effects Calcula- tion. D2-90571. Boeing, 1964.	
26	W. C. Cordwell. Radiation Device Modeling for the SCEPTRE Program. 69-825- 2371. Owego, N.Y.: IBM, Juni 1969.	
27	M. B. Reed und S. Seshu. Linear Graphs and Electrical Networks. Reading, Mass.: Addison-Wesley, 1961.	
28	F. B. Hildebrand. Introduction to Numerical Analysis. New York: McGraw-Hill, 1956.	
29	R. M. Warten. “Automatic Step-Size Control for Runge-Kutta Integration”. In: IBM Journal of Research and Development 7.4 (Okt. 1963), S. 340–341.	
30	C. W. Gear. “The Numerical Integration of Ordinary Differential Equations”. In: Math. Comp. 21 (1967). Novender (Delta.tex) 4. April 2026 (14:40) Seite 162 Literatur Literatur	
31	C. W. Gear. “The Automatic Integration of Ordinary Differential Equations”. In: Comm. of A.C.M. 14 (März 1971).	
32	S. W. Director und R. A. Rohrer. “The Generalized Adjoint Network and Network Sensitivities”. In: IEEE Transaction on Circuit Theory 16 (Aug. 1969).	
33	S. W. Director und R. A. Rohrer. “Automated Network Design – The Frequency- Domain Case”. In: IEEE Transaction on Circuit Theory 16 (Aug. 1969).	
