Subject: Subject Sylbus: Ordinary Differential Equations/H - 104131 (Current)

Ordinary Differential Equations/H - 104131
Given In
  Lecture Exercise Laboratory Project or
2 1     4

Determination of the grade according to progress during the semester and a final examination.

Prerequisites: ( Algebra 1/Extended 104016
and Differential and Integral Calculus 1M 104018 )
or ( Differential and Integral Calculus 1M 104018
and Linear Algebra M 104019 )
or ( Differential and Integral Calculus 1M 104018
and Algebra Am 104166 )
or ( Differential and Integral Calculus 1 104003
and Algebra 1/Extended 104016 )
or ( Differential and Integral Calculus 1 104003
and Linear Algebra M 104019 )
or ( Differential and Integral Calculus 1 104003
and Algebra Am 104166 )
Linked Courses: Differential and Integral Calculus 2 104004
Differential and Integral Calculus 2M 104022
Overlapping Courses: Dynamic Models in Operations Research 094323
Dynamic Models in Operations Research 094333
Differential Equations for Mechanical Engineering 104213
Incorporated Courses: Mathematics 2 Medicine /B 104091
Topics in Mathematics for Medicine 2 104094
Incorporating Courses: Ordinary Dif.Equations and Calculus 2H 104035
Ordinary Differential Equations/T 104135
Ordinary Differential Equations a 104285

Introduction. Applications of Ordinary Differential Equations (Ode). First Order Ode: Separation of Variables, Linear, Ad Hoc Methods. Existence and Uniqueness Theorem for Initial Value Problems. Second Order Linear Ode: Basis of Solutions, Wronskian, Equations with Constant Coefficients, Inhomogeneous Equations, Comparison of Coefficients, Variation of Parameters. Systems of Equations, Inhomogeneous Systems. Basic Qualitative Theory: the Concept of Stability, Phase Plane, Power Series Methods. Laplace Transforms, Existence and Applications.

המקצוע הנ"ל אינו מיועד לסטודנטים
סטודנט שירשם למקצוע זה י ב ו ט ל
ע"י המערכת.
קבוצה 86 שייכת לבינלאומי
מתרגלת אחראית: גב' גלינה ליטבינוב.

Times and places of examinations 01/2021 2021/2022 Winter Semester
examination timedaydateSeason

Timetable to semester 01/2021 2021/2022 Winter Semester
233אמדו10:30-12:30TuesdayDr. Pogrebnyak ElenaLecture1011
603Ullman12:30-13:30SundayMr Gayva YuriyExercise11
233אמדו10:30-12:30TuesdayDr. Pogrebnyak ElenaLecture1012
603Ullman15:30-16:30SundayMr Bar-on RoiExercise12
311Ullman14:30-16:30WednesdayDr. Elad DoronLecture2021
303Ullman08:30-09:30ThursdayMs. Litvinov GalinaExercise21
311Ullman14:30-16:30WednesdayDr. Elad DoronLecture2022
603Ullman15:30-16:30MondayMs. Avital RivkaExercise22
307Ullman14:30-16:30WednesdayDr. Cohen YosefLecture3031
703Ullman12:30-13:30MondayMr Bar-on RoiExercise31
307Ullman14:30-16:30WednesdayDr. Cohen YosefLecture3032
703Ullman13:30-14:30MondayMr Bar-on RoiExercise32
    Dr. Pogrebnyak ElenaLecture6069
    Dr. Pogrebnyak ElenaLecture7777
104Ullman14:30-16:30SundayDr. Elad DoronLecture8086
506Ullman17:30-18:30Wednesday Exercise86

System of hours to the semesters
Semester Planning Semester information 02/2021 2021/2022 Spring Semester
Semester Previous Semester information 02/2020 2020/2021 Spring Semester

Created in 01/12/2021 Time 15:24:24