Temporal dimension - MUSE

Note: The documentation of MUSE is 'in preparation' and is not yet 'published'!

Model Documentation - MUSE
Model scope and methods - MUSE Model concept, solver and details - MUSE Temporal dimension - MUSE Spatial dimension - MUSE Policy - MUSE Socio-economic drivers - MUSE Population - MUSE Economic activity - MUSE Macro-economy - MUSE Production system and representation of economic sectors - MUSE Capital and labour markets - MUSE Monetary instruments - MUSE Trade - MUSE Technological change - MUSE Energy - MUSE Energy resource endowments - MUSE Fossil energy resources - MUSE Uranium and other fissile resources - MUSE Bioenergy - MUSE Non-biomass renewables - MUSE Energy conversion - MUSE Electricity - MUSE Heat - MUSE Gaseous fuels - MUSE Liquid fuels - MUSE Solid fuels - MUSE Grid, pipelines and other infrastructure - MUSE Energy end-use - MUSE Transport - MUSE Residential and commercial sectors - MUSE Industrial sector - MUSE Other end-use - MUSE Energy demand - MUSE Technological change in energy - MUSE Land-use - MUSE Agriculture - MUSE Forestry - MUSE Land-use change - MUSE Bioenergy land-use - MUSE Other land-use - MUSE Agricultural demand - MUSE Technological change in land-use - MUSE Emissions - MUSE GHGs - MUSE Pollutants and non-GHG forcing agents - MUSE Carbon dioxide removal (CDR) options - MUSE Climate - MUSE Modelling of climate indicators - MUSE Climate damages, temperature changes - MUSE Non-climate sustainability dimension - MUSE Air pollution and health - MUSE Water - MUSE Other materials - MUSE Other sustainability dimensions - MUSE Appendices - MUSE Mathematical model description - MUSE Data - MUSE References - MUSE
Corresponding documentation
AIM-Hub BLUES C3IAM COFFEE-TEA DNE21+ GCAM GEM-E3 GRACE IFs IMACLIM IMAGE MESSAGE-GLOBIOM POLES PROMETHEUS REMIND-MAgPIE TIAM-UCL WITCH
Previous versions
No previous version available
Model information
Model link	http://paris-reinforce.epu.ntua.gr/detailed model doc/muse
Institution	Imperial College London (Imperial College London), UK, https://www.imperial.ac.uk/.
Solution concept	Partial equilibrium (price elastic demand)
Solution method	Simulation
Anticipation