def crossover(population, fitness_value,
probability_cross): #BLX-alpha, alpha = 0.5
for i in range(len(population)):
child = 0
parent1 = population[i]
parent2 = population[st.selection(fitness_value)]
if (probability_cross > random.random()):
r = 2 * random.random() - 0.5
if parent1 < parent2:
child = (1 - r) * parent1 + r * parent2
else:
child = (1 - r) * parent2 + r * parent1
if ft.fun(child) > ft.fun(parent1):
population[i] = child
def moduleTest(a, b, step):
try:
a = float(a)
b = float(b)
step = float(step)
except ValueError:
return ("Неверно введены значения")
if (a > b or step <= 0):
return ("Неверные условия теста!")
resTable = PrettyTable()
resTable.field_names = ["A", "B", "C", "x1", "x2"]
i = j = k = a
while (i <= b):
while (j <= b):
while (k <= b):
fRes = fun(i, j, k)
resTable.add_row(
[fRes["A"], fRes["B"], fRes["C"], fRes["x1"], fRes["x2"]])
k += step
j += step
k = a
i += step
j = a
res = "\nДиапазон: [%g; %g]\nШаг: %g\n" % (a, b,
step) + resTable.get_string()
return (res)
def moduleTest(a, b, step):
try:
a = float(a)
b = float(b)
step = float(step)
except ValueError:
return ("Неверно введены значения")
if (a > b or step <= 0):
return ("Неверные условия теста!")
resTable = PrettyTable()
resTable.field_names = ["a", "b", "c", "Вид треугольника"]
i = j = k = a
while (i <= b):
while (j <= b):
while (k <= b):
resTable.add_row([i, j, k, funRes(fun(i, j, k))])
k += step
j += step
k = a
i += step
j = a
res = "\nДиапазон: [%g; %g]\nШаг: %g\n" % (a, b,
step) + resTable.get_string()
return (res)
def moduleTest():
Hotp = randint(0, 23)
Motp = randint(0, 59)
Hp = randint(0, 100)
Mp = randint(0, 100)
res = "Hotp = %d\nMotp= %d\nHp = %d\nMp = %d\n" % (
Hotp, Motp, Hp, Mp) + fun(Hotp, Motp, Hp, Mp)
return (res)
def chart():
receive = request.json if request.method == "POST" else request.args
reqdata = receive["graphic_selection"]
type = reqdata["type"]
date1 = reqdata["date_start"]
date2 = reqdata["date_end"]
datetime1 = str(date1["year"]) + '-' + str(date1["month"]) + '-' + str(
date1["day"]) + ' 00:00:00'
datetime2 = str(date2["year"]) + '-' + str(date2["month"]) + '-' + str(
date2["day"]) + ' 00:00:00'
print(type)
print(date1)
print(datetime1)
print(date2)
print(datetime2)
result = fun(type, datetime1, datetime2)
response = {"result": result}
return jsonify(response)
def simpleTest(A, B, C):
fRes = fun(A, B, C)
if (fRes["x1"] != "-" and fRes["x2"] != "-"):
count = 2
elif (fRes["x1"] != "-"):
count = 1
fRes["x2"] = ""
else:
count = 0
fRes["x1"] = ""
fRes["x2"] = ""
res = "Уравнение\n(%s)x^2+(%s)x+(%s)=0" % (
fRes["A"], fRes["B"], fRes["C"]) + "\nКоличество корней: " + str(count)
if (count == 2):
res += '\n' + str(fRes["x1"]) + '\n' + str(fRes["x2"])
elif (count == 1):
res += '\n' + str(fRes["x1"])
return (res)
def moduleTest(a, b, step):
try:
a = int(a)
b = int(b)
step = int(step)
except ValueError:
return ("Неверно введены значения")
if (a > b or step <= 0):
return ("Неверные условия теста!")
resTable = PrettyTable()
resTable.field_names = ["INPUT", "OUTPUT"]
i = a
while (i <= b):
resTable.add_row([i, fun(i)])
i += step
res = resTable.get_string()
return (res)
def moduleTest(a, b, step):
try:
a = float(a)
b = float(b)
step = float(step)
except ValueError:
return ("Неверно введены значения")
if (a > b or step <= 0):
return ("Неверные условия теста!")
resTable = PrettyTable()
resTable.field_names = ["a", "r"]
i = a
while (i <= b):
resTable.add_row(["%.5f" % i, "%.5f" % float(fun(i))])
i += step
res = "\nДиапазон: [%g; %g]\nШаг: %g\n" % (a, b,
step) + resTable.get_string()
return (res)
import numpy as np from matplotlib import pyplot import function x = np.linspace(0, 10) pyplot.plot(10 * np.sin(5 * x) + 7 * np.cos(4 * x)) pyplot.show() print function.fun(1.5105697566103822)
if __name__ == '__main__':
start = -2.*np.pi
end = 1.*np.pi
N = 6
x = np.arange(start, end, 0.1)
x = np.append(x, end)
print('nodes,Lagrange_sq,Newton_sq,Lagrange_max,Newton_max')
points = get_regular_interpolation_nodes(N, start, end)
#points = get_czebyshev_interpolation_nodes(N, start, end)
lagrange_polynomial = lagrange_interpolate(points)
newton_polynomial = newton_interpolate(points)
hermit_polynomial = hermit_interpolate(points)
function_y = [fun(x) for x in x]
lagrange_y = [lagrange_polynomial(x) for x in x]
newton_y = [newton_polynomial(x) for x in x]
hermit_y = [hermit_polynomial(x) for x in x]
x_points, y_points = zip(*points)
print('{0},{1},{2},{3},{4}'.format(N,
calculate_mean_square_error(x, function_y, lagrange_y), calculate_mean_square_error(x, function_y, newton_y),
calculate_max_error(x, function_y, lagrange_y), calculate_max_error(x, function_y, newton_y)))
print('{0},{1},{2}'.format(N,
calculate_mean_square_error(x, function_y, hermit_y),
calculate_max_error(x, function_y, hermit_y))
)
def simpleTest(Hotp, Motp, Hp, Mp):
res = fun(Hotp, Motp, Hp, Mp)
return (res)
def simpleTest(a):
res = fun(a)
return ("r = %s * 1/12 * sqrt(3) * (3 + sqrt(5)) = %s" % (a, res))
def simpleTest(x):
res = fun(x)
return ("y = exp^(sqrt(%s+sqrt(%s))) = %s" % (x, x, res))
def simpleTest(a, b, c):
res = funRes(fun(a, b, c))
return (res)
def simpleTest(sum):
res = fun(sum)
return (res)
