mkin/docs/dev/reference/Rplot002.png, branch v1.0.3 Fitting kinetic models to chemical degradation data (also on github) https://erac.jrwb.de/mkin/atom?h=v1.0.3 2020-12-11T14:39:43Z Update static docs 2020-12-11T14:39:43Z Johannes Ranke jranke@uni-bremen.de 2020-12-11T14:39:43Z urn:sha1:c6a1733974334b4e97a27170c60e481dc9e9f35d Complete rebuild of static docs of dev version 2020-11-30T15:05:10Z Johannes Ranke jranke@uni-bremen.de 2020-11-30T15:05:10Z urn:sha1:524a8bba89b95840b4e9215c403947a8bb76d7b2 Depend on parallel, doc improvements 2020-11-19T14:41:24Z Johannes Ranke jranke@uni-bremen.de 2020-11-19T14:41:24Z urn:sha1:db9ae6a0c9cecb92048fde6f06af1da183c09b5f By depending on parallel instead of importing it, functions to set up and stop a cluster are always available when mkin is loaded. The use of multicore processing in mmkin on Windows is now documented in the help file, which brings mkin closer to a version 1.0 #9. Add print and plot calls to the saem example code 2020-11-11T08:47:46Z Johannes Ranke jranke@uni-bremen.de 2020-11-11T08:47:46Z urn:sha1:349285fccfcb3327eb1f9924db5a880f1e5e1a7d saemix.mmkin and nlme.mmkin inherit from mixed.mmkin 2020-11-09T16:24:53Z Johannes Ranke jranke@uni-bremen.de 2020-11-09T16:24:53Z urn:sha1:aa74f5a30853fb0a15c99c283e072f08ee819149 With a plot method. The class mixed.mmkin is currently only a virtual class created to unify the plotting method. Merge plot methods for nlme.mmkin and saem.mmkin 2020-11-09T15:33:19Z Johannes Ranke jranke@uni-bremen.de 2020-11-09T15:33:19Z urn:sha1:a1631098acfc3352e19c331e568bd6f5766b3c3d This avoids code duplication Add plot method for saem.mmkin objects 2020-11-09T13:23:16Z Johannes Ranke jranke@uni-bremen.de 2020-11-09T13:23:16Z urn:sha1:6464d3999338d34c081f360694dbc0bc0abf68cb Update static docs for dev version 2020-11-07T12:31:57Z Johannes Ranke jranke@uni-bremen.de 2020-11-07T12:31:57Z urn:sha1:37cb2b4b793fa699d033632158e3604c37678c20 Fast analytical solutions for saemix, update.mmkin 2020-11-05T23:03:29Z Johannes Ranke jranke@uni-bremen.de 2020-11-05T23:03:29Z urn:sha1:b5b446b718b15ccaae5b197e147fc1358f0f564e Also, use logit transformation for g and for solitary formation fractions, addressing #10. Fix link and update docs 2020-11-05T07:31:21Z Johannes Ranke jranke@uni-bremen.de 2020-11-05T07:31:21Z urn:sha1:9298a503d8de99dad1f61d6eb8bc228dd4acce6b