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Aljabar Boolean

Aljabar Boolean. Bahan Kuliah IF2151 Matematika Diskrit. Definisi Aljabar Boolean. Untuk mempunyai sebuah aljabar Boolean, harus diperlihatkan: 1. Elemen-elemen himpunan B , 2. Kaidah operasi untuk operator biner dan operator uner, 3. Memenuhi postulat Huntington.

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Aljabar Boolean

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  1. Aljabar Boolean Bahan Kuliah IF2151 Matematika Diskrit Rinaldi Munir/IF2151 Mat. Diskrit

  2. Definisi Aljabar Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  3. Rinaldi Munir/IF2151 Mat. Diskrit

  4. Untuk mempunyai sebuah aljabar Boolean, harus diperlihatkan: 1. Elemen-elemen himpunan B, 2. Kaidah operasi untuk operator biner dan operator uner, 3. Memenuhi postulat Huntington. Rinaldi Munir/IF2151 Mat. Diskrit

  5. Aljabar Boolean Dua-Nilai Rinaldi Munir/IF2151 Mat. Diskrit

  6. Rinaldi Munir/IF2151 Mat. Diskrit

  7. Rinaldi Munir/IF2151 Mat. Diskrit

  8. Rinaldi Munir/IF2151 Mat. Diskrit

  9. Ekspresi Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  10. Mengevaluasi Ekspresi Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  11. Rinaldi Munir/IF2151 Mat. Diskrit

  12. Prinsip Dualitas Rinaldi Munir/IF2151 Mat. Diskrit

  13. Hukum-hukum Aljabar Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  14. Rinaldi Munir/IF2151 Mat. Diskrit

  15. Fungsi Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  16. Rinaldi Munir/IF2151 Mat. Diskrit

  17. Rinaldi Munir/IF2151 Mat. Diskrit

  18. Rinaldi Munir/IF2151 Mat. Diskrit

  19. Komplemen Fungsi Rinaldi Munir/IF2151 Mat. Diskrit

  20. Rinaldi Munir/IF2151 Mat. Diskrit

  21. Bentuk Kanonik Rinaldi Munir/IF2151 Mat. Diskrit

  22. Rinaldi Munir/IF2151 Mat. Diskrit

  23. Rinaldi Munir/IF2151 Mat. Diskrit

  24. Rinaldi Munir/IF2151 Mat. Diskrit

  25. Rinaldi Munir/IF2151 Mat. Diskrit

  26. Rinaldi Munir/IF2151 Mat. Diskrit

  27. Rinaldi Munir/IF2151 Mat. Diskrit

  28. Rinaldi Munir/IF2151 Mat. Diskrit

  29. Konversi Antar Bentuk Kanonik Rinaldi Munir/IF2151 Mat. Diskrit

  30. Rinaldi Munir/IF2151 Mat. Diskrit

  31. Rinaldi Munir/IF2151 Mat. Diskrit

  32. Bentuk Baku • Tidak harus mengandung literal yang lengkap. • Contohnya, f(x, y, z) = y’ + xy + x’yz (bentuk baku SOP f(x, y, z) = x(y’ + z)(x’ + y + z’) (bentuk baku POS) Rinaldi Munir/IF2151 Mat. Diskrit

  33. Aplikasi Aljabar Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  34. Rinaldi Munir/IF2151 Mat. Diskrit

  35. Rinaldi Munir/IF2151 Mat. Diskrit

  36. Rinaldi Munir/IF2151 Mat. Diskrit

  37. Rinaldi Munir/IF2151 Mat. Diskrit

  38. Rinaldi Munir/IF2151 Mat. Diskrit

  39. Rinaldi Munir/IF2151 Mat. Diskrit

  40. Penyederhanaan Fungsi Boolean Rinaldi Munir/IF2151 Mat. Diskrit

  41. 1. Penyederhanaan Secara Aljabar Rinaldi Munir/IF2151 Mat. Diskrit

  42. 2.PetaKarnaugh Rinaldi Munir/IF2151 Mat. Diskrit

  43. Rinaldi Munir/IF2151 Mat. Diskrit

  44. Rinaldi Munir/IF2151 Mat. Diskrit

  45. Rinaldi Munir/IF2151 Mat. Diskrit

  46. Rinaldi Munir/IF2151 Mat. Diskrit

  47. Rinaldi Munir/IF2151 Mat. Diskrit

  48. Rinaldi Munir/IF2151 Mat. Diskrit

  49. Rinaldi Munir/IF2151 Mat. Diskrit

  50. Rinaldi Munir/IF2151 Mat. Diskrit

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