Rd file 'kzft.Rd':
  \examples lines wider than 100 characters:
     matplot(lamda,cbind(log(tf1),log(tf2)),type="l",ylim=c(-15,0),ylab="Natural log transformation of the coefficients", xlab="Frequency (c ... [TRUNCATED]
     #The example shows the KZFT reproduces nearly perfectly the noise-free pattern of a sin wave with a constant frequency
     #The example shows the KZFT reproduces nearly perfectly the noise-free pattern of a cos wave with a constant frequency

Rd file 'kzp.Rd':
  \examples lines wider than 100 characters:
     plot(omega,spg.x1,main="Smoothed Periodogram using DZ method",type="l", xlab="Frequency (cycles/time unit)", ylab=" ")
     plot(omega,spg.x2,main="Smoothed Periodogram using NZ method",type="l", xlab="Frequency (cycles/time unit)", ylab=" ")
     plot(omega,kzp.y1[20:60], main="Periodogram m=1000, k=1", type="l", xlab="Frequency (cycles/time unit)", ylab=" ")
     plot(omega,kzp.y2[20:60], main="Periodogram m=500, k=2", type="l", xlab="Frequency (cycles/time unit)", ylab=" ")
     plot(omega,spg.y1[20:60], main="Smoothed Periodogram m=1000, k=1", type="l", xlab="Frequency (cycles/time unit)", ylab=" ")
     plot(omega,spg.y2[20:60], main="Smoothed Periodogram m=500, k=2", type="l", xlab="Frequency (cycles/time unit)", ylab=" ")

Rd file 'kztp.Rd':
  \examples lines wider than 100 characters:
     filled.contour(omega,omega,pg3.y,xlab="Frequency (cycles/time unit)",ylab="Frequency (cycles/time unit)",
     filled.contour(omega,omega,spg3.y,xlab="Frequency (cycles/time unit)",ylab="Frequency (cycles/time unit)",
     filled.contour(omega,omega,pg3.y1,xlab="Frequency (cycles/time unit)",ylab="Frequency (cycles/time unit)",
     filled.contour(omega,omega,pg3.y2,xlab="Frequency (cycles/time unit)",ylab="Frequency (cycles/time unit)",
     filled.contour(omega,omega,spg3.y1,xlab="Frequency (cycles/time unit)",ylab="Frequency (cycles/time unit)",
     filled.contour(omega,omega,spg3.y2,xlab="Frequency (cycles/time unit)",ylab="Frequency (cycles/time unit)",

These lines will be truncated in the PDF manual.