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Karteikarten

math4

Catherine Tran Englisch 21 Karten

math4

Karten in diesem Stapel (21)

  1. 1definition: linearly independentdefinition: linearly independent
  2. 2proof: linearly independentproof: linearly independent
  3. 3definition: basisdefinition: basis
  4. 4representation theoremrepresentation theorem
  5. 5Riesz representation theoremRiesz representation theorem
  6. 6Dimension (kernel f)= #inputs-rank (A)
  7. 7dimension (image f)= rank (A)
  8. 8Definition: det ADefinition: det A
  9. 9Proof: det AProof: det A
  10. 10Definition: vector subspaceDefinition: vector subspace
  11. 11definition: spandefinition: span
  12. 12Proof: representation theoremProof: representation theorem
  13. 13definition: image and kerneldefinition: image and kernel
  14. 14theorem on rank and nullitytheorem on rank and nullity
  15. 15proof: linear operator cannot be surjectiveproof: linear operator cannot be surjective
  16. 16proof: linear operator cannot be injectiveproof: linear operator cannot be injective
  17. 17proof: kerT cannot be empty. kerT is a subspace of Rnproof: kerT cannot be empty. kerT is a subspace of Rn
  18. 18definition: rank and nullitydefinition: rank and nullity
  19. 19Kronecker-capelli theoremKronecker-capelli theorem
  20. 20proof: Kronecker-capelliproof: Kronecker-capelli
  21. 21Cramerthere is a unique solution: X=A-1
    . b

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Karteikarten am math4, erstellt von Catherine Tran am 23/12/2019.
Erstellt von
Catherine Tran
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