Ordinary Differential Equations

E681630

Ordinary Differential Equations is a classic mathematical text that systematically develops the theory and methods for solving differential equations involving functions of a single variable, widely used in advanced undergraduate and graduate studies.

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Label Occurrences
Ordinary Differential Equations canonical 2

Statements (46)

Predicate Object
instanceOf academic book
mathematics textbook
reference work
aim presentation of methods for solving ODEs
systematic development of ODE theory
audience applied scientists
engineering students
mathematics students
physics students
contains algorithms for solving ODEs
illustrative applications
proofs
theorems
discipline mathematics
educationalLevel advanced undergraduate
graduate
field ordinary differential equations
hasFormat ebook
hardcover
paperback
hasPart bibliographic references
exercises
theoretical expositions
worked examples
language English
subdiscipline analysis
applied mathematics
topic Green's functions
Laplace transform methods
boundary value problems
differential equations
eigenvalue problems
existence and uniqueness theorems
initial value problems
linear differential equations
nonlinear differential equations
numerical methods for differential equations
phase plane analysis
series solutions of differential equations
stability of solutions
sturm–liouville theory
systems of differential equations
usedIn applied mathematics curricula
engineering curricula
physics curricula
university mathematics courses

Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.

Lev Pontryagin notableWork Ordinary Differential Equations
Vladimir Arnold notableWork Ordinary Differential Equations