The numpy.linspace() function returns number spaces evenly w.r.t interval. Similar to numpy.arange() function but instead of step it uses sample number.
Syntax :
numpy.linspace(start, stop, num = 50, endpoint = True, retstep = False, dtype = None)
Parameters :
-> start : [optional] start of interval range. By default start = 0 -> stop : end of interval range -> restep : If True, return (samples, step). By default restep = False -> num : [int, optional] No. of samples to generate -> dtype : type of output array
Return :
-> ndarray -> step : [float, optional], if restep = True
Code 1 : Explaining linspace function
Tóm Tắt
Python
import
numpy as geek
print
(
"B\n"
, geek.linspace(
2.0
,
3.0
, num
=
5
, retstep
=
True
),
"\n"
)
x
=
geek.linspace(
0
,
2
,
10
)
print
(
"A\n"
, geek.sin(x))
Output :
B (array([ 2. , 2.25, 2.5 , 2.75, 3. ]), 0.25) A [ 0. 0.22039774 0.42995636 0.6183698 0.77637192 0.8961922 0.9719379 0.99988386 0.9786557 0.90929743]
Code 2 : Graphical Representation of numpy.linspace() using matplotlib module – pylab
Python
import
numpy as geek
import
pylab as p
x1
=
geek.linspace(
0
,
2
,
10
, endpoint
=
False
)
y1
=
geek.ones(
10
)
p.plot(x1, y1,
'*'
)
p.xlim(
-
0.2
,
1.8
)
Output :
Code 3 : Graphical Representation of numpy.linspace() using pylab
Python
import
numpy as geek
import
pylab as p
x1
=
geek.linspace(
0
,
2
,
15
, endpoint
=
True
)
y1
=
geek.zeros(
15
)
p.plot(x1, y1,
'o'
)
p.xlim(
-
0.2
,
2.1
)
Output :
Note :
These NumPy-Python programs won’t run on online IDE’s, so run them on your systems to explore them
.
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