File:Newton Lorenz m.tgz: Difference between revisions

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Click on filename just above to download.  (For zip file: [[File:Newton_Lorenz_m.zip]])
Click on filename just above to download.  (For zip file: [[File:Newton_Lorenz_m.zip]])


Template/Example for [[Newton-Krylov_method]] (MATLAB); applied to the Lorenz system.   
'''Template/Example''' for [[Newton-Krylov_method]] (MATLAB); applied to the Lorenz system.   


Contents:  dotprd.m, GMREShook.m, Lorenz_f.m, multJ.m, NewtonHook.m, saveorbit.m, getrhs.m, GMRESm.m, MAIN.m, multJp.m, steporbit.m
Contents:  dotprd.m, GMREShook.m, Lorenz_f.m, multJ.m, NewtonHook.m, saveorbit.m, getrhs.m, GMRESm.m, MAIN.m, multJp.m, steporbit.m
See MAIN.m and definition of system Lorenz_f.m
See MAIN.m and definition of system Lorenz_f.m


For an extended overview of what the code is doing, see [https://arxiv.org/pdf/1908.06730.pdf].  See section 4 for an introduction to using the code and adapting it to other problems.
For an extended overview of what the code is doing, see [https://arxiv.org/pdf/1908.06730.pdf].  See section 4 for an '''introduction to using the code''' and adapting it to other problems.

Latest revision as of 08:19, 14 November 2019

Click on filename just above to download. (For zip file: File:Newton Lorenz m.zip)

Template/Example for Newton-Krylov_method (MATLAB); applied to the Lorenz system.

Contents: dotprd.m, GMREShook.m, Lorenz_f.m, multJ.m, NewtonHook.m, saveorbit.m, getrhs.m, GMRESm.m, MAIN.m, multJp.m, steporbit.m See MAIN.m and definition of system Lorenz_f.m

For an extended overview of what the code is doing, see [1]. See section 4 for an introduction to using the code and adapting it to other problems.

File history

Click on a date/time to view the file as it appeared at that time.

Date/TimeDimensionsUserComment
current04:21, 8 August 2019 (5 KB)Apwillis (talk | contribs)Improved comments / plotting.
08:43, 25 July 2019 (5 KB)Apwillis (talk | contribs)Minor. Added a few comments in code.
03:16, 1 July 2019 (5 KB)Apwillis (talk | contribs)Minor. Output both solution and result of timestepping solution by period T.
08:51, 28 June 2019 (5 KB)Apwillis (talk | contribs)Example for Newton-Krylov_method for the Lorenz system. See MAIN.m and definition of system Lorenz_f.m Contents: dotprd.m, GMREShook.m, Lorenz_f.m, multJ.m, NewtonHook.m, saveorbit.m, getrhs.m, GMRESm.m, MAIN.m, multJp.m, steporbit.m

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