Improve derivatives

Author: eanorambuena

eggdriver/__pycache__/app.cpython-39.pyc

@@ -5,5 +5,5 @@
 from eggdriver.resources.math.constants import inf, e, pi
 from eggdriver.resources.math.functions import log, ln, cos, sin, tan
 from eggdriver.resources.math.linear import Vector, Matrix
-from eggdriver.resources.math.calculus import lim, PowerSerie, derive, derivative
+from eggdriver.resources.math.calculus import *
 

eggdriver/resources/math/__init__.py

@@ -1,3 +1,3 @@
 from eggdriver.resources.math.calculus.limit import lim
-from eggdriver.resources.math.calculus.series import PowerSerie
+from eggdriver.resources.math.calculus.series import *
 from eggdriver.resources.math.calculus.derivatives import *

eggdriver/resources/math/__pycache__/__init__.cpython-39.pyc

@@ -1,15 +1,15 @@
-from eggdriver.resources.math.constants import inf
+def derive(poly, n: int = 1):
+    p = poly
+    if n >= 1:
+        for deg in range(n):
+            der_poly = p
+            for i in range(p.size):
+                der_poly[i] = 0
+                if i < p.size - 1:
+                    der_poly[i] = p[i + 1] * (i + 1)
+            p = der_poly
+    return p
 
-def derive(poly):
-    der_poly = poly
-    for i in range(poly.size):
-        der_poly[i] = 0
-        if i < poly.size - 1:
-            der_poly[i] = poly[i + 1] * (i + 1)
-    return der_poly
 
-def derivative(f):
-    h = 1 / inf
-    def d(x):
-        (f(x + h) - f(x)) / h
-    return d
+    
+

eggdriver/resources/math/calculus/__init__.py

@@ -12,8 +12,11 @@ def PowerSerie(n_term, number_of_terms = series_inf):
 
 def cos_term(n):
     return ((-1) ** n) / factorial(2 * n), 2 * n
+
 cos_serie = PowerSerie(cos_term)
 
 def sin_term(n):
     return ((-1) ** n) / factorial(2 * n + 1), 2 * n + 1
+    
 sin_serie = PowerSerie(sin_term)
+

eggdriver/resources/math/calculus/__pycache__/__init__.cpython-39.pyc

@@ -6,23 +6,16 @@
     ed.buildEggdriver()      ##
 ###############################
 
-ed.eggConsole()
-
 # ed.header("uwu")
 
-def g(x):
-    return x**2
-
-j = ed.derivative(g)
-print(ed.derivative(g), j, ed.derivative(g)(0), j(0))
-
 theta = ed.pi/3
 print(ed.sin(theta), ed.cos(theta), ed.tan(theta))
 
-p = ed.Polynomial("6 +x^2 +x^9 -5x^7")
-p.display()
-dp = ed.derive(p)
-dp.display()
+p = ed.sin_serie
+print(p.eval(theta))
+ed.derive(p)
+print(p.eval(theta))
+
 
 c = ed.Matrix("""
 | 1 1 2 3 4 |