Section outline

  • Discrete Mathematics


    Discrete Mathematics


    WELCOME NOTE

     

     

    Dear Students, 

    Welcome to the Fall 2022 Semester!
    Welcome back, Students. I can’t wait to see all your smiling faces!  I am here to support you every step of the way.

    I encourage you to make the most of your time here.  Remember to make it a great year. I will see you soon.


    INSTRUCTOR


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    Md. Sajib Hossain

    Lecturer
    Department of CSE
    Daffodil International University

    Email: sajib.cse0388.c@diu.edu.bd
    Mobile: (+88) 01711306945
    Room: 739, AB-4


    INSTRUCTION/GUIDELINE FOR THE COURSE
      • All the students registered for this course have to enroll in BLC
      • Students can find all the course materials from BLC.
      • All the students have to submit the soft copy of their "Assignment " in Moodle under assignment section created here and for this they will be graded here.
      • One weekly discussion or feedback forum is created under each of the lecture. Students have to give their feedback on these forum and marks will be given for their feedback
      • Announcement regarding the class will be posted on BLC. 
      • 3 Quizzes will be held on face-to-face class and 1 quiz will be held on online (BLC) and it will be announced before the class.
      • The question pattern and the syllabus for the quizzes, midterm and final exam is given here under each of the section (quizzes, midterm and final)
      • There are midterm and final exam preparation forum under these sections where students can discuss with each other about their midterm and final exam syllabus, any problem regarding the exam etc.


      COURSE RATIONALE

      Concepts and notations from discrete mathematics are useful in studying and describing objects and problems in all branches of computer science, such as computer algorithms, programming languages, cryptography, automated theorem proving, and software development. It helps improve reasoning power and problem-solving skills. Therefore, it can be considered the backbone of computer science. 

      COURSE OBJECTIVE

      • The goal of this course is to introduce students to ideas and techniques from discrete mathematics that are widely used in science and engineering for thinking logically and mathematically and apply these techniques in solving problems
      • To achieve this goal, students will learn logic and proof, sets, functions, mathematical reasoning as well as key topics involving relations, graphs, and trees.


      COURSE OUTCOME (CO'S)

      COURSE OUTCOME

      CO1

      Be able to comprehend formal logical arguments as well as construct logical proofs with the ability to verify them

      CO2

      Demonstrate skills in expressing mathematical properties formally via the formal language of propositional logic and predicate logic

      CO3

      Gain experience in using various techniques of mathematical induction to prove simple mathematical properties of a variety of discrete structures

      CO4

      Be able to specify and manipulate basic mathematical objects such as sets, functions, and relations and will also be able to verify simple mathematical properties that these objects possess

      CO5

      Demonstrate knowledge of some basic properties and types of graphs and trees and will also be able to apply it to solve fundamental engineering problems


      ASSESSMENT PLAN





      COUNSELING HOURS

      COUNSELING HOURS



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