Table 3: The radio luminosity function $\rho$ , in units of log(Mpc^-3) per $\Delta z = 0.5$ per $\Delta ($ logP) = 0.4, as derived from Sample 2, Table 2. N is the number observed per bin and $\overline {z}$ the mean redshift of the sources in the bin.

Power
0<z<0.5 0.5<z<1.0 1.0<z<2.0 2.0<z<3.0 3.0<z<5.0

log(P/ WHz^-1 sr^-1)
log $\rho$ N $\bar{z}$ log $\rho$ N $\bar{z}$ log $\rho$ N $\bar{z}$ log $\rho$ N $\bar{z}$ log $\rho$ N $\bar{z}$

24.8
-9.02 4 0.33 -10.22 1 0.58 - 0 - - 0 - - 0 -

25.2 -8.60 15 0.36 -9.13 6 0.62 - 0 - - 0 - - 0 -

25.6 -9.54 2 0.32 -8.91 29 0.73 -10.40 5 1.11 -11.43 1 2.12 - 0 -

26.0 -10.27 1 0.36 -9.26 19 0.77 -9.57 45 1.32 - 0 - - 0 -

26.4 -11.11 1 0.16 -9.85 15 0.78 -9.33 91 1.47 -10.34 19 2.24 -12.13 1 3.45

26.8 - 0 - -10.35 5 0.77 -10.05 29 1.69 -10.05 34 2.48 -11.02 12 3.47

27.2 - 0 - - 0 - -11.00 6 1.50 -10.98 8 2.33 -11.82 2 3.45

27.6 - 0 - - 0 - - 0 - -12.19 1 2.56 -12.32 1 3.57

**Table 3:** The radio luminosity function $\rho$ , in units of log(Mpc^-3) per $\Delta z = 0.5$ per $\Delta ($ logP) = 0.4, as derived from Sample 2, Table 2. N is the number observed per bin and $\overline {z}$ the mean redshift of the sources in the bin.
Power	0<z<0.5	0.5<z<1.0	1.0<z<2.0	2.0<z<3.0	3.0<z<5.0
log(P/ WHz^-1 sr^-1)	log $\rho$	N	$\bar{z}$	log $\rho$	N	$\bar{z}$	log $\rho$	N	$\bar{z}$	log $\rho$	N	$\bar{z}$	log $\rho$	N	$\bar{z}$
24.8	-9.02	4	0.33	-10.22	1	0.58	-	0	-	-	0	-	-	0	-
25.2	-8.60	15	0.36	-9.13	6	0.62	-	0	-	-	0	-	-	0	-
25.6	-9.54	2	0.32	-8.91	29	0.73	-10.40	5	1.11	-11.43	1	2.12	-	0	-
26.0	-10.27	1	0.36	-9.26	19	0.77	-9.57	45	1.32	-	0	-	-	0	-
26.4	-11.11	1	0.16	-9.85	15	0.78	-9.33	91	1.47	-10.34	19	2.24	-12.13	1	3.45
26.8	-	0	-	-10.35	5	0.77	-10.05	29	1.69	-10.05	34	2.48	-11.02	12	3.47
27.2	-	0	-	-	0	-	-11.00	6	1.50	-10.98	8	2.33	-11.82	2	3.45
27.6	-	0	-	-	0	-	-	0	-	-12.19	1	2.56	-12.32	1	3.57

Source LaTeX | All tables | In the text

	1 Introduction
	2 The redshift distribution
	3 The Radio Luminosity Function (RLF)
	4 The redshift cutoff
	5 The form of the evolution
	6 Summary
	References