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Courses

  • Preparation Course Mathematics (7202)
  • תקציר הקורס:

    Abstract:

    This course contains review on algebraic operations,

    solution of inequalities, solution of equations with parameters,

    investigation of linear and quadratic equations. Definition of

    the exponential func tion and the logarithm and their properties.

    In addition, mathematical induction is studied and complex numbers,

    elementary introduction in geometry and trigonometric identities.

    The course also includes elementary concepts in

    differential and integral calculus.
  • Preparation Course Mathematics1 (7212)
  • תקציר הקורס:

    Abstract:

    This course contains review on algebraic operations,

    solution of inequalities, solution of equations with parameters,

    investigation of linear and quadratic equations.

    Definition of the exponential func tion and the logarithm

    and their properties. In addition, mathematical induction is

    studied and complex numbers, elementary introduction in geometry

    and trigonometric identities.

    The course also includes elementary concepts in differential

    and integral calculus.
  • Computational Models (10215)
  • תקציר הקורס:

    Abstract:

    Students will learn about models of computing machines: finite automata,

    pushdown automata, and Turing machines. Students will demonstrate knowledge

    of Formal languages, their descriptions, and their relationships to the

    computational models; Students will learn the limits of the various models.
  • Linear Algebra (90905)
  • תקציר הקורס:

    Abstract:

    The first part of the course is dedicated to study of techniques for

    solving systems of linear equations. Several basic methods are presented:

    Gauss elimination, matrix solution, Cramer rule.

    The last two methods involve matrix arithmetic, which is also presented in this part. The second part discusses vector spaces and linear transformations. Most attention is given to the matrix approach. Matrix diagonalization issues summarize this part.

    The last part of the course study inner product spaces and their basic properties.