What does EVDM mean in UNCLASSIFIED
The Extended Vector Dominance Model (EVDM) is a mathematical tool used to analyze complex relationships between variables in order to better understand the dynamics of a given system. It examines interdependent elements of a system, such as inputs and outputs, states and transitions, and thus works as a powerfulquantitative tool for exploring dynamic systems. The EVDM was developed by Shmueli et al. in 1980.
EVDM meaning in Unclassified in Miscellaneous
EVDM mostly used in an acronym Unclassified in Category Miscellaneous that means Extended Vector Dominance Model
Shorthand: EVDM,
Full Form: Extended Vector Dominance Model
For more information of "Extended Vector Dominance Model", see the section below.
Essential Questions and Answers on Extended Vector Dominance Model in "MISCELLANEOUS»UNFILED"
What is the Extended Vector Dominance Model?
The Extended Vector Dominance Model (EVDM) is a mathematical tool used to analyze complex relationships between variables in order to better understand the dynamics of a given system.
How does EVDM work?
The EVDM examines interdependent elements of a system, such as inputs and outputs, states and transitions, and thus works as a powerful quantitative tool for exploring dynamic systems.
Who developed EVDM?
The EVDM was developed by Shmueli et al. in 1980.
What are some applications of EVDM?
EVDM can be applied to many fields that involve complex interactions between variables including economics, social sciences, physics, chemistry, biology and engineering.
Is there any further development on the original model since its first release?
Yes, there have been further modifications on the model since its first release in order to increase accuracy or extend the range applicability of the model for various analysis tasks.
Final Words:
The Extended Vector Dominance Model (EVDM) has become an important tool for examining complex relationships between variables in various fields ranging from economics to physics and from social science to engineering. Through such comprehensive analysis it provides valuable insight into understanding dynamic systems with greater accuracy than ever before.