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2 cards from this section. Quick, good the night before a test.
Define a dual space in your own words.
Think about what functionals do with vectors.
What is a linear functional?
Look for definitions in your notes.
What is the relationship between the dual space and the original vector space's dimension?
Think about the definition of duality.
A linear functional maps vectors to numbers. True or False?
Reflect on the meaning of functionals.
Define linear functionals for specific vector spaces of dimensions 3 and 4, and demonstrate how they relate via duality.
Check if adding vectors and scaling works.
Illustrate the usage of dual spaces in virtual work within a mechanical system.
Consider the role of energies in virtual work principles.
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