What does COMDP mean?
COMDP means Completely Observable Markov Decision Process
This acronym/slang usually belongs to Undefined category.
What is the abbreviation for Completely Observable Markov Decision Process?
Completely Observable Markov Decision Process can be abbreviated as COMDP
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Most popular questions people look for before coming to this page
| Q: A: |
What does COMDP stand for? COMDP stands for "Completely Observable Markov Decision Process". |
| Q: A: |
How to abbreviate "Completely Observable Markov Decision Process"? "Completely Observable Markov Decision Process" can be abbreviated as COMDP. |
| Q: A: |
What is the meaning of COMDP abbreviation? The meaning of COMDP abbreviation is "Completely Observable Markov Decision Process". |
| Q: A: |
What is COMDP abbreviation? One of the definitions of COMDP is "Completely Observable Markov Decision Process". |
| Q: A: |
What does COMDP mean? COMDP as abbreviation means "Completely Observable Markov Decision Process". |
| Q: A: |
What is shorthand of Completely Observable Markov Decision Process? The most common shorthand of "Completely Observable Markov Decision Process" is COMDP. |
Abbreviations or Slang with similar meaning
- GSMDP - Generalized Semi-Markov Decision Process
- POMDP - Partially Observable Markov Decision Process
- POMPD - Partially Observable Markov Decision Process
- TISMDP - Time-Indexed Semi-Markov Decision Process
- HMDP - Hierarchical Markov Decision Process
- HMTT - Hierarchical MDP (Markov Decision Process) for Target Tracking
- MDP - Markov Decision Problem
- MDP - Markov Decision Process
- MMDP - Multi-Scale Markov Decision Process
- MRP - Markov Renewal Process
- RMDP - Relational Markov Decision Problem
- SMDP - Semi-Markov Decision Process
- CMDP - Constrained Markov Decision Processes
- CTMDP - Continuous Time Markov Decision Processes
- FMDP - Factored Markov Decision Processes
- MDP - Markov Decision Processes
- MMDP - Multiagent Markov Decision Process
- OMM - Observable Markov Model
- MDPs - Markov Decision Problems
- mdps - Markov Decision Processes