refactor: Simplificado un condicional. Test comentado, hacer unit tes…

…t en un futuro

bisection.py

@@ -57,20 +57,21 @@ def logs(self, item):
                 print("{:>4} | {:^8.4f} | {:^8.4f} | {:^8.4f} | {:_>8.4f} | {:^8.4f}".
                     format(self.iter_n, self.xinf, self.xsup, self.xmed, self.err_rel, self.ymed))
         if item == 'results':
-            if not (self.err_rel > self.err_obj): print("Finish by eps: {:.4e}".format(self.err_rel))
-            if not (self.iter_n < self.max_iter): print("Finish by iter: {}".format(self.iter_n))
+            if self.err_rel <= self.err_obj: print("Finish by eps: {:.4e}".format(self.err_rel))
+            if self.iter_n >= self.max_iter: print("Finish by iter: {}".format(self.iter_n))
             print("Xroot: {0}".format(self.xmed))
         if item == 'exact':
             print ("Exact root found: {}".format(self.xmed))
 
 
-def function(tInt_perc):
-    frec, ampl = 1, 1
-    rms_unit   = (np.sqrt(2) / 2) * ampl
-    rms_dimmer = fun_rms_simbolic(tInt_perc, frec=frec, amp=ampl) / rms_unit
-    return rms_dimmer
+# TEST
+# def function(tInt_perc):
+#     frec, ampl = 1, 1
+#     rms_unit   = (np.sqrt(2) / 2) * ampl
+#     rms_dimmer = fun_rms_simbolic(tInt_perc, frec=frec, amp=ampl) / rms_unit
+#     return rms_dimmer
 
 
-solver = bisector(function, xinf=0, xsup=100, bias=0.1, err_obj=1e-5, verbose=False)
-sol = solver.run()
-print("rms({:.4f}) = {:.4f}".format(sol, function(sol)))
+# solver = bisector(function, xinf=0, xsup=100, bias=0.1, err_obj=1e-5, verbose=False)
+# sol = solver.run()
+# print("rms({:.4f}) = {:.4f}".format(sol, function(sol)))