hecho hasta 6-b

Discreta/1.org

@@ -33,7 +33,171 @@ Es una grafica de las relaciones entre nodos (ya sean personas,computadoras(da i
 
 ** 1
 *** a
+|-------+------|
+| Grafo | Cant |
+|-------+------|
+| G1    |    3 |
+| G2    |    4 |
+| G3    |    4 |
+|-------+------|
 
+*** b
+- G1 f-f
+- G2 g-g
+- G2 h-h
+
+*** c
+|-------+-----------|
+| Grafo |           |
+|-------+-----------|
+| G1    | a-b-c-d-a |
+| G2    | a-b-g-a   |
+| G3    | -         |
+|-------+-----------|
+
+*** d
+|-------+-------|
+| Grafo |       |
+|-------+-------|
+| G1    | a-b-c |
+| G2    | a-b-c |
+| G3    | a-b-c |
+|-------+-------|
+*** e
+|-------+---------|
+| Grafo |         |
+|-------+---------|
+| G1    | -       |
+| G2    | g-b-f-a |
+| G3    | -       |
+|-------+---------|
+
+*** f
+|-------+-------|
+| grafo |       |
+|-------+-------|
+| G1    | f-g   |
+| G2    | d-f-c |
+| G3    | J     |
+|-------+-------|
+
+*** g
+|-------+-------------|
+| grafo |             |
+|-------+-------------|
+| G1    | g-e         |
+| G1    | g-f-e       |
+| G2    | g-a-f-d-e   |
+| G2    | g-a-f-e     |
+| G2    | g-a-f-b-c-d |
+| G2    | g-b-f-d-e   |
+| G2    | g-b-f-e     |
+| G2    | g-b-c-e     |
+| G2    | g-b-a-f-d-e |
+| G2    | g-b-a-f-e   |
+| G3    | g-i-j-e     |
+|-------+-------------|
+
+*** h
+|-------+---------------+---|
+| grafo | Trasado       | N |
+|-------+---------------+---|
+| G1    | b-a           | 1 |
+|       | b-d           | 1 |
+|       | b-c           | 1 |
+| G2    | b-g           | 1 |
+|       | b-a           | 1 |
+|       | b-f           | 1 |
+|       | b-c           | 2 |
+|       | b-f-d         | 2 |
+|       | b-c-e         | 1 |
+| G3    | b-j           | 2 |
+|       | b-j-f         | 2 |
+|       | b-j-e         | 2 |
+|       | b-j-i         | 2 |
+|       | b-j-i-g       | 3 |
+|       | b-j-i-k       | 3 |
+|       | b-j-i-k-a     | 4 |
+|       | b-j-i-k-a-h   | 5 |
+|       | b-j-i-k-a-h-c | 6 |
+|       | b-j-i-k-a-h-d | 6 |
+|-------+---------------+---|
+
+** 2
+
+** 4
+*** a
+- G4
+  Entrada = 3
+  Salida = 3
+
+- G5
+  Entrada = 3
+  Salida = 3
+*** b
+|-------+---------|
+| grafo | Trasado |
+|-------+---------|
+| G4    | e-c-b-a |
+| G5    | e-d-b-a |
+|-------+---------|
+
+*** c
+|-------+---------|
+| grafo | Trasado |
+|-------+---------|
+| G4    | a-g-b-a |
+| G5    | -       |
+|-------+---------|
+
+** 6
+*** 2-cubo
+#+begin_src
+U -- B
+|    |
+|    |
+C -- V
+
+U - B - V
+U - C - V
+#+end_src
+
+*** 3-cubo
+[[./3cubo.png]]
 
 ** doc bibliografia
-[[./guia.docx]]
+[[./guia.docx]]
+#+begin_src python
+import matplotlib.pyplot as plt
+from mpl_toolkits.mplot3d.art3d import Poly3DCollection
+import numpy as np
+
+fig = plt.figure()
+ax = fig.add_subplot(111, projection='3d')
+
+# Define vertices of the cube
+vertices = np.array([[0, 0, 0], [1, 0, 0], [1, 1, 0], [0, 1, 0],
+                     [0, 0, 1], [1, 0, 1], [1, 1, 1], [0, 1, 1]])
+
+# Define the six faces of the cube
+faces = [[vertices[j] for j in [0, 1, 2, 3]],
+         [vertices[j] for j in [4, 5, 6, 7]],
+         [vertices[j] for j in [0, 1, 5, 4]],
+         [vertices[j] for j in [2, 3, 7, 6]],
+         [vertices[j] for j in [0, 3, 7, 4]],
+         [vertices[j] for j in [1, 2, 6, 5]]]
+
+# Create a 3D polygon collection
+poly3d = Poly3DCollection(faces, alpha=.25, linewidths=1, edgecolors='r')
+ax.add_collection3d(poly3d)
+
+# Set the limits and labels
+ax.set_xlabel('X')
+ax.set_ylabel('Y')
+ax.set_zlabel('Z')
+ax.set_xlim([0, 1])
+ax.set_ylim([0, 1])
+ax.set_zlim([0, 1])
+
+plt.show()
+#+end_src