Course Descriptions

The Course Descriptions catalog describes all undergraduate and graduate courses offered by Michigan State University. The searches below only return course versions Fall 2000 and forward. Please refer to the Archived Course Descriptions for versions prior to Fall 2000.

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Course Descriptions: Search Results

MTH 441  Ordinary Differential Equations

Description:
Existence and uniqueness theorems, linearization, stability theory, and phase space analysis.
Effective Dates:
FS92 - US99


MTH 441  Ordinary Differential Equations

Description:
Existence and uniqueness theorems, linearization, stability theory, and phase space analysis.
Effective Dates:
FS99 - SS02


MTH 441  Ordinary Differential Equations II

Description:
Existence and uniqueness theorems, linearization, stability theory, and phase space analysis.
Effective Dates:
US02 - US02


MTH 441  Ordinary Differential Equations II

Semester:
Fall of every year
Credits:
Total Credits: 3   Lecture/Recitation/Discussion Hours: 3
Prerequisite:
(MTH 235 or MTH 255H or LBS 220 or MTH 340) and (MTH 309 or MTH 415 or MTH 314)
Description:
Existence and uniqueness theorems, linearization, stability theory, and phase space analysis.
Effective Dates:
FS02 - FS07


MTH 441  Ordinary Differential Equations II

Semester:
Fall of every year
Credits:
Total Credits: 3   Lecture/Recitation/Discussion Hours: 3
Prerequisite:
(MTH 235 or MTH 255H or MTH 340) and (MTH 309 or MTH 415 or MTH 314)
Description:
Existence and uniqueness theorems, linearization, stability theory, and phase space analysis.
Effective Dates:
SS08 - FS11


MTH 441  Ordinary Differential Equations II

Semester:
Fall of every year
Credits:
Total Credits: 3   Lecture/Recitation/Discussion Hours: 3
Prerequisite:
(MTH 235 or MTH 255H or MTH 340 or MTH 347H) and (MTH 309 or MTH 317H or MTH 314 or MTH 415)
Description:
Existence and uniqueness theorems; Linearization; Local and global stability; Saddle-node, Hopf and heteroclinic bifurcations; Hamiltonian and gradient system; The Poincare map; The Poincare-Bendixson theorem and limit cycles; Selected applications.
Effective Dates:
SS12 - US13


MTH 441  Ordinary Differential Equations II

Semester:
Fall of every year
Credits:
Total Credits: 3   Lecture/Recitation/Discussion Hours: 3
Prerequisite:
(MTH 235 or MTH 255H or MTH 340 or MTH 347H) and (MTH 309 or MTH 317H or MTH 314 or MTH 415)
Description:
Existence and uniqueness theorems; Linearization; Local and global stability; Saddle-node, Hopf and heteroclinic bifurcations; Hamiltonian and gradient system; The Poincare map; The Poincare-Bendixson theorem and limit cycles; Selected applications.
Effective Dates:
FS13 - US15


MTH 441  Ordinary Differential Equations II

Semester:
Fall of every year
Credits:
Total Credits: 3   Lecture/Recitation/Discussion Hours: 3
Prerequisite:
(MTH 235 or MTH 340 or MTH 347H) and (MTH 309 or MTH 317H or MTH 314 or MTH 415)
Description:
Existence and uniqueness theorems; Linearization; Local and global stability; Saddle-node, Hopf and heteroclinic bifurcations; Hamiltonian and gradient system; The Poincare map; The Poincare-Bendixson theorem and limit cycles; Selected applications.
Effective Dates:
FS15 - Open