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Ders Öğretim Planı| Dersin Kodu | Dersin Adı | Dersin Türü | Yıl | Yarıyıl | AKTS | | MAT538 | LİNEAR İNTEGRAL EQUATIONS II | Seçmeli | 1 | 1 | 6 |
| | Dersin Seviyesi | | Yüksek Lisans | | Dersin Amacı | | to do applications of linear integral equations to problems | | Dersi Veren Öğretim Görevlisi/Görevlileri | | Prof.Dr.Mammad MUSTAFAYEV | | Öğrenme Çıktıları | | 1 | To classify integral equations | | 2 | To understand recurence relations |
| | Öğrenim Türü | | Formal Education | | Dersin Ön Koşulu Olan Dersler | | | Ders İçin Önerilen Diğer Hususlar | | | Dersin İçeriği | | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | Haftalık Ayrıntılı Ders İçeriği | |
| 1 | Neumann series | | | | 2 | Neumann series | | | | 3 | Fredholm method | | | | 4 | Fredholm method | | | | 5 | Recurrence relations | | | | 6 | Recurrence relations | | | | 7 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 8 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 9 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 10 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 11 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 12 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 13 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | | | 14 | Neumann series, Fredholm method, Recurrence relations, Hadamard theorem, homogeneous integral equations, symmetric integral equations, Gamma and beta functions, examination of a genus Volterra equation with the help of gamma vebeta functions | | |
| | Ders Kitabı / Malzemesi / Önerilen Kaynaklar | | | Planlanan Öğrenme Aktiviteleri ve Metodları | | | Değerlendirme | |
| Midterm Examination | 1 | 100 | | TOPLAM | 100 | |
| Final Examination | 1 | 100 | | TOPLAM | 100 | | Term (or Year) Learning Activities | 40 | | End Of Term (or Year) Learning Activities | 60 | | TOPLAM | 100 |
| | Dersin Sunulduğu Dil | | | Staj Durumu | |
| | İş Yükü Hesaplaması | |
| Midterm Examination | 1 | 70 | 70 | | Final Examination | 1 | 90 | 90 | | Makeup Examination | 1 | 20 | 20 | |
| Program ve Öğrenme Çıktıları İlişkisi | | | * Katkı Düzeyi : 1 Çok düşük 2 Düşük 3 Orta 4 Yüksek 5 Çok yüksek |
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| Yozgat Bozok University, Yozgat / TURKEY • Tel (pbx): +90 354 217 86 01 • e-mail: uo@bozok.edu.tr |
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