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HAFTA
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DERS İÇERİĞİ
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KAYNAK
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1
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Laplacian matrisi ve özellikleri
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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2
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Normalize Laplacian matris ve özellikleri
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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3
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Spektral graf teorinin tıpta uygulaması
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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4
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Spektral graf teorinin mühendislkte uygulaması
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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5
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Komşuluk, Laplacian ve Normalize Laplacian özdeğerleri arasındaki bağıntılar
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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6
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Negatif olmayan matrisler ve graflar
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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7
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Graf matrislerinin izleri ve özellikleri
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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8
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Graf matrislerinin özvektörlerinin özellikleri
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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9
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Grafların kimyada uygulamaları
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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10
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Ara Sınav
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11
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Graflar için Rayleigh oranının değerlendirilmesi
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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12
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Graflar için Interlacing teoreminin değerlendirilmesi
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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13
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Bazı önemli eşitsizlikler
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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14
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Grafların şifrelemede uygulamaları
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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15
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Grafların oyun teorisi uygulamaları
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Philipp Zumstein, Comparison of Spectral Methods Through the Adjacency Matrix and the Laplacian of a Graph, Diploma Thesis, Zurich 2005
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