Ders Adı Kodu Yarıyıl T+U Saat Kredi AKTS
Dıscrete Mathematıcs ISE 202 4 3 + 0 3 5
Ön Koşul Dersleri
Önerilen Seçmeli Dersler
Dersin Dili Türkçe
Dersin Seviyesi Lisans
Dersin Türü Zorunlu
Dersin Koordinatörü Prof.Dr. NUMAN ÇELEBİ
Dersi Verenler Prof.Dr. NUMAN ÇELEBİ,
Dersin Yardımcıları
Dersin Kategorisi Diğer
Dersin Amacı Students are taught in the way of Matematical thinking and learn mathematical thinking and cause-effect relationship.

To analyze problems and find solutions depending on counting methods.
Student will be informed about Discrete Structures (sets, permutations, relations, graphs, trees)
Gain the ability to think algorithmically
Adaptation of applications of discrete mathematics and models in the area of Information Systems Engineering
Dersin İçeriği Introduction to mathematical techniques in computer science, mathematical logic, induction, set theory, relations, functions, algebraic structures, graphs, trees, and mapping.
# Ders Öğrenme Çıktıları Öğretim Yöntemleri Ölçme Yöntemleri
1 Lecture, Question-Answer, Testing,
2 Lecture, Testing,
3 Lecture, Testing,
4 Lecture, Testing,
5 Lecture, Testing,
6 Lecture, Question-Answer, Testing, Homework,
7 Lecture, Testing,
8 Lecture, Testing, Homework,
9 Lecture, Question-Answer, Testing, Homework,
10 Lecture, Question-Answer, Testing,
11 Lecture, Testing,
12 Lecture, Testing, Homework,
13 Lecture, Question-Answer, Testing,
14 Lecture, Question-Answer, Testing,
15 Lecture, Question-Answer, Testing,
Hafta Ders Konuları Ön Hazırlık
1 Combinatorial Problems and Techniques Logic
2 Sets and Functions
3 Algebraic Structures
4 Integers and Algorithms
5 Mathematical Reasoning
6 Counting
7 Advanced Counting Techniques
8 Relation
9 Graph theory
10 Midterm Exam
11 Graph Theory
12 Matching
13 Trees
14 Boolean Algebra
Kaynaklar
Ders Notu Lecture notes
Ders Kaynakları Çölkesen T.F., "Bilişim Matematiği - Uygulamalı Ayrık Matematik", Papatya Yayınları
Discrete mathematical structures for computer science, Bernard Kolman, Robert C.Busby, Prentice Hall, 1987.
Discrete mathematics with combinatorics ,James A. Anderson, Prentice Hall, 2001
Sıra Program Çıktıları Katkı Düzeyi
1 2 3 4 5
1 X
2 X
3 X
4 X
5 X
6
7
8 X
9
10
11 X
12
Değerlendirme Sistemi
Yarıyıl Çalışmaları Katkı Oranı
1. Ödev 100
Toplam 100
1. Yıl İçinin Başarıya 40
1. Final 60
Toplam 100
AKTS - İş Yükü Etkinlik Sayı Süre (Saat) Toplam İş Yükü (Saat)
Course Duration (Including the exam week: 16x Total course hours) 16 3 48
Hours for off-the-classroom study (Pre-study, practice) 16 4 64
Mid-terms 1 5 5
Quiz 1 5 5
Assignment 2 5 10
Final examination 1 8 8
Toplam İş Yükü 140
Toplam İş Yükü / 25 (Saat) 5,6
Dersin AKTS Kredisi 5