def _gen(a):
N=int(vsip.getlength(a))
npm=N/2
c=pi/float(N)
vsip.put(a,0,(float(N) - 1.0)/2.0)
indx=0;
if N % 2:
for i in range(npm):
indx = i+1
x = c * float(i) + c
x = -0.5j * ccos(x)/ssin(x) - 0.5
vsip.put(a,indx,x)
for i in range(npm,0,-1):
indx +=1
x=vsip.get(a,i)
x.i=-x.i
vsip.put(a,indx,x)
else:
npm -= 1
for i in range(npm):
indx = i+1
x = c * float(i) + c
x = -0.5j * ccos(x)/ssin(x) - 0.5
vsip.put(a,indx,x)
x=-0.5
indx +=1
vsip.put(a,indx,x)
for i in range(npm,0,-1):
indx +=1
x=vsip.get(a,i)
x.i=-x.i
vsip.put(a,indx,x)
def _gen(a):
N = int(vsip.getlength(a))
npm = N / 2
c = pi / float(N)
vsip.put(a, 0, (float(N) - 1.0) / 2.0)
indx = 0
if N % 2:
for i in range(npm):
indx = i + 1
x = c * float(i) + c
x = -0.5j * ccos(x) / ssin(x) - 0.5
vsip.put(a, indx, x)
for i in range(npm, 0, -1):
indx += 1
x = vsip.get(a, i)
x.i = -x.i
vsip.put(a, indx, x)
else:
npm -= 1
for i in range(npm):
indx = i + 1
x = c * float(i) + c
x = -0.5j * ccos(x) / ssin(x) - 0.5
vsip.put(a, indx, x)
x = -0.5
indx += 1
vsip.put(a, indx, x)
for i in range(npm, 0, -1):
indx += 1
x = vsip.get(a, i)
x.i = -x.i
vsip.put(a, indx, x)
def mprint(m, fmt):
"""
This function will print a VSIPL matrix or vector suitable for pasting into Octave or Matlab.
usage: mprint(<vsip matrix/vector>, fmt)
fmt is a string corresponding to a simple fmt statement.
For instance '%6.5f' prints as 6 characters wide with 5 decimal digits.
Note format converts this statement to '% 6.5f' or '%+6.5f' so keep
the input simple.
"""
def _fmt1(c):
if c != '%':
return c
else:
return '% '
def _fmt2(c):
if c != '%':
return c
else:
return '%+'
def _fmtfunc(fmt1, fmt2, y):
x = vsip.cscalarToComplex(y)
if type(x) == complex:
return fmt1 % x.real + fmt2 % x.imag + "i"
else:
return fmt % x
tm = [
'mview_d', 'mview_f', 'cmview_d', 'cmview_f', 'mview_i', 'mview_uc',
'mview_si', 'mview_bl'
]
tv = [
'vview_d', 'vview_f', 'cvview_d', 'cvview_f', 'vview_i', 'vview_uc',
'vview_si', 'vview_bl', 'vview_vi', 'vview_mi'
]
t = vsip.getType(m)[1]
tfmt = [_fmt1(c) for c in fmt]
fmt1 = "".join(tfmt)
tfmt = [_fmt2(c) for c in fmt]
fmt2 = "".join(tfmt)
if t in tm:
cl = vsip.getcollength(m)
rl = vsip.getrowlength(m)
for i in range(cl):
M = []
for j in range(rl):
M.append(_fmtfunc(fmt1, fmt2, vsip.get(m, (i, j))))
if i == 0:
print("[" + " ".join(M) + ";")
elif i < cl - 1:
print(" " + " ".join(M) + ";")
else:
print(" " + " ".join(M) + "]")
elif t in tv:
l = vsip.getlength(m)
V = [_fmtfunc(fmt1, fmt2, vsip.get(m, i)) for i in range(l)]
print("[" + " ".join(V) + "]")
else:
print('Object not VSIP vector or matrix')
def mstring(m,fmt):
"""
This function will print a VSIPL matrix or vector suitable for pasting into Octave or Matlab.
usage: mprint(<vsip matrix/vector>, fmt)
fmt is a string corresponding to a simple fmt statement.
For instance '%6.5f' prints as 6 characters wide with 5 decimal digits.
Note format converts this statement to '% 6.5f' or '%+6.5f' so keep
the input simple.
"""
def _fmt1(c):
if c != '%':
return c
else:
return '% '
def _fmt2(c):
if c != '%':
return c
else:
return '%+'
def _fmtfunc(fmt1,fmt2,y):
x = vsip.cscalarToComplex(y)
if type(x) == complex:
s = fmt1 % x.real
s += fmt2 % x.imag
s += "i"
return s
else:
return fmt1 % x
tm=['mview_d','mview_f','cmview_d','cmview_f','mview_i','mview_uc','mview_si','mview_bl']
tv=['vview_d','vview_f','cvview_d','cvview_f','vview_i','vview_uc','vview_si','vview_bl','vview_vi','vview_mi']
t=vsip.getType(m)[1]
tfmt=[_fmt1(c) for c in fmt]
fmt1 = "".join(tfmt)
tfmt=[_fmt2(c) for c in fmt]
fmt2 = "".join(tfmt)
if t in tm:
cl=vsip.getcollength(m)
rl=vsip.getrowlength(m)
s=str()
for i in range(cl):
M=[]
for j in range(rl):
M.append(_fmtfunc(fmt1,fmt2,vsip.get(m,(i,j))))
if i == 0:
s += "["+" ".join(M) + ";\n"
elif i < cl-1:
s += " "+" ".join(M) + ";\n"
else:
s += " "+" ".join(M) + "]\n"
return s
elif t in tv:
l=vsip.getlength(m)
V=[_fmtfunc(fmt1,fmt2,vsip.get(m,i)) for i in range(l)]
return "[" + " ".join(V) + "]\n"
else:
print('Object not VSIP vector or matrix')
