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cs1-24fa
minimathematica
Commits
a0b3acfd
Commit
a0b3acfd
authored
9 months ago
by
Adam Blank
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Plain Diff
fix func -> func_name for clarity
parent
5f83d117
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1
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1 changed file
src/taylor.py
+4
-4
src/taylor.py
with
4 additions
and
4 deletions
+4
-4
src/taylor.py
View file @
a0b3acfd
...
@@ -13,7 +13,7 @@ def nth_derivative(func, n):
...
@@ -13,7 +13,7 @@ def nth_derivative(func, n):
return
None
return
None
@
cache
@
cache
def
taylor
(
func
,
x
,
N
):
def
taylor
(
func
_name
,
x
,
N
):
"""
"""
Returns the taylor expansion of func as a function of x, centered at 'b'.
Returns the taylor expansion of func as a function of x, centered at 'b'.
Since the 0th term is just the function itself (which we don't have the answer for yet),
Since the 0th term is just the function itself (which we don't have the answer for yet),
...
@@ -23,13 +23,13 @@ def taylor(func, x, N):
...
@@ -23,13 +23,13 @@ def taylor(func, x, N):
"""
"""
return
None
return
None
def
taylor_at
(
func
,
b
,
f_at_b
,
N
):
def
taylor_at
(
func
_name
,
b
,
f_at_b
,
N
):
"""
"""
Returns taylor(-), evaluated by plugging in f_at_b for 'q' and b for 'b'.
Returns taylor(-), evaluated by plugging in f_at_b for 'q' and b for 'b'.
"""
"""
return
None
return
None
def
max_error
(
func
,
a
,
x
,
n
):
def
max_error
(
func
_name
,
a
,
x
,
n
):
"""
"""
Calculates the maximum error of the estimate below using Taylor's Theorem
Calculates the maximum error of the estimate below using Taylor's Theorem
in the following way.
in the following way.
...
@@ -53,7 +53,7 @@ def max_error(func, a, x, n):
...
@@ -53,7 +53,7 @@ def max_error(func, a, x, n):
return
None
return
None
@
cache
@
cache
def
estimate
(
func
,
x
,
a
,
func_at_a
,
N
):
def
estimate
(
func
_name
,
x
,
a
,
func_at_a
,
N
):
"""
"""
Uses the taylor expansion centered around a to compute an estimate for func(x).
Uses the taylor expansion centered around a to compute an estimate for func(x).
"""
"""
...
...
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