GoConqr hat ein neues Design! Sag uns, wie es dir gefällt.

Kostenlos registrieren

Karteikarten

A1

Ben Tidswell Part A uni Englisch 15 Karten

A1

Karten in diesem Stapel (15)

  1. 1Define Cauchy dataDefine Cauchy data
  2. 2What is the requirement for characteristics to intersectWhat is the requirement for characteristics to intersect
  3. 3How do you classify critical points from eigenvaluesHow do you classify critical points from eigenvalues
  4. 4State Gronwall's inequalityState Gronwall's inequality
  5. 5State Picard's existence theoremState Picard's existence theorem
  6. 6What does it mean for a solution y:[a-h,a+h] -> [b-k,b+k] to the IVP: y'(x)=f(x,y(x)) with y(a) = b, to be continuously dependent on the initial dataWhat does it mean for a solution y:[a-h,a+h] -> [b-k,b+k] to the IVP: y'(x)=f(x,y(x)) with y(a) = b, to be continuously dependent on t...
  7. 7Define characteristic equations, characteristic curve, and characteristic projectionDefine characteristic equations, characteristic curve, and characteristic projection
  8. 8Define a plane autonomous system of ODEsDefine a plane autonomous system of ODEs
  9. 9Show how to analyse a plane autonomous system by linearizationShow how to analyse a plane autonomous system by linearization
  10. 10State Bendixon-DulacState Bendixon-Dulac
  11. 11When is a second-order linear PDE hyperbolic, elliptic, and parabolicWhen is a second-order linear PDE hyperbolic, elliptic, and parabolic
  12. 12State the polynomial used to analyse a second-order linear PDEState the polynomial used to analyse a second-order linear PDE
  13. 13State the Contraction Mapping TheoremState the Contraction Mapping Theorem
  14. 14State and prove Picard's Existence Theorem via the Contraction Mapping Theorem and extend it to a full solution if Mh=State and prove Picard's Existence Theorem via the Contraction Mapping Theorem and extend it to a full solution if Mh=
  15. 15State and prove Picard's Existence Theorem via the Contraction Mapping Theorem and extend it to a full solution if Mh=State and prove Picard's Existence Theorem via the Contraction Mapping Theorem and extend it to a full solution if Mh=

Informationen

Beschreibung
uni Part A Karteikarten am A1, erstellt von Ben Tidswell am 27/12/2021.
Erstellt von
Ben Tidswell
Aufrufe
5
Bewertung

Feedback

Worum geht es?

Wie gefällt dir das neue Design?

Dein Eindruck