Table 2 The CPs and ALs of 95% two-sided...

Table 2

The CPs and ALs of 95% two-sided confidence intervals for the difference between SNRs of log-normal distributions

$(n, m)$	$(θ_{X}, θ_{Y})$	CP (AL)
$(n, m)$	$(θ_{X}, θ_{Y})$	$C I_{δ . GCI}$	$C I_{δ . LS}$	$C I_{δ . MOVER}$	$C I_{δ . PB}$	$C I_{δ . BS}$
(30,30)	(10,1)	0.9506 (5.3335)	0.9518 (5.3605)	0.9602 (5.5937)	0.9392 (5.6483)	0.9492 (5.2891)
	(10,2)	0.9516 (5.4272)	0.9528 (5.4499)	0.9608 (5.6870)	0.9410 (5.7394)	0.9478 (5.3764)
	(10,5)	0.9512 (5.9269)	0.9530 (5.9553)	0.9618 (6.2144)	0.9474 (6.3042)	0.9482 (5.8786)
	(10,10)	0.9548 (7.5176)	0.9578 (7.5454)	0.9660 (7.8737)	0.9470 (8.0065)	0.9562 (7.4591)
(30,50)	(10,1)	0.9484 (5.2930)	0.9504 (5.3196)	0.9588 (5.5500)	0.9400 (5.6141)	0.9452 (5.2461)
	(10,2)	0.9474 (5.3725)	0.9488 (5.3991)	0.9588 (5.6312)	0.9396 (5.6993)	0.9460 (5.3268)
	(10,5)	0.9484 (5.6744)	0.9500 (5.6973)	0.9584 (5.9316)	0.9410 (6.0113)	0.9472 (5.6214)
	(10,10)	0.9568 (6.6862)	0.9572 (6.7086)	0.9642 (6.9558)	0.9500 (7.0183)	0.9554 (6.6342)
(50,50)	(10,1)	0.9448 (4.0614)	0.9456 (4.0721)	0.9518 (4.1751)	0.9340 (4.1708)	0.9410 (4.0268)
	(10,2)	0.9488 (4.1327)	0.9498 (4.1439)	0.9550 (4.2488)	0.9376 (4.2406)	0.9460 (4.0970)
	(10,5)	0.9472 (4.5328)	0.9474 (4.5449)	0.9530 (4.6600)	0.9452 (4.6654)	0.9430 (4.4986)
	(10,10)	0.9498 (5.7174)	0.9508 (5.7315)	0.9560 (5.8766)	0.9454 (5.8767)	0.9486 (5.6727)
(50,100)	(10,1)	0.9488 (4.0481)	0.9506 (4.0596)	0.9576 (4.1619)	0.9392 (4.1476)	0.9466 (4.0145)
	(10,2)	0.9466 (4.0751)	0.9480 (4.0896)	0.9536 (4.1919)	0.9428 (4.1858)	0.9426 (4.0444)
	(10,5)	0.9534 (4.2789)	0.9520 (4.2896)	0.9600 (4.3915)	0.9424 (4.3751)	0.9514 (4.2441)
	(10,10)	0.9488 (4.9270)	0.9504 (4.9364)	0.9542 (5.0405)	0.9426 (5.0405)	0.9482 (4.8904)
(100,100)	(10,1)	0.9504 (2.8447)	0.9508 (2.8476)	0.9542 (2.8828)	0.9418 (2.8633)	0.9460 (2.8196)
	(10,2)	0.9462 (2.8867)	0.9488 (2.8885)	0.9514 (2.9242)	0.9432 (2.9072)	0.9452 (2.8609)
	(10,5)	0.9484 (3.1648)	0.9470 (3.1688)	0.9500 (3.2080)	0.9460 (3.1970)	0.9464 (3.1406)
	(10,10)	0.9516 (3.9844)	0.9532 (3.9880)	0.9558 (4.0373)	0.9494 (4.0215)	0.9494 (3.9529)

$(n, m)$	$(θ_{X}, θ_{Y})$	CP (AL)
$(n, m)$	$(θ_{X}, θ_{Y})$	$C I_{δ . GCI}$	$C I_{δ . LS}$	$C I_{δ . MOVER}$	$C I_{δ . PB}$	$C I_{δ . BS}$
(30,30)	(10,1)	0.9506 (5.3335)	0.9518 (5.3605)	0.9602 (5.5937)	0.9392 (5.6483)	0.9492 (5.2891)
	(10,2)	0.9516 (5.4272)	0.9528 (5.4499)	0.9608 (5.6870)	0.9410 (5.7394)	0.9478 (5.3764)
	(10,5)	0.9512 (5.9269)	0.9530 (5.9553)	0.9618 (6.2144)	0.9474 (6.3042)	0.9482 (5.8786)
	(10,10)	0.9548 (7.5176)	0.9578 (7.5454)	0.9660 (7.8737)	0.9470 (8.0065)	0.9562 (7.4591)
(30,50)	(10,1)	0.9484 (5.2930)	0.9504 (5.3196)	0.9588 (5.5500)	0.9400 (5.6141)	0.9452 (5.2461)
	(10,2)	0.9474 (5.3725)	0.9488 (5.3991)	0.9588 (5.6312)	0.9396 (5.6993)	0.9460 (5.3268)
	(10,5)	0.9484 (5.6744)	0.9500 (5.6973)	0.9584 (5.9316)	0.9410 (6.0113)	0.9472 (5.6214)
	(10,10)	0.9568 (6.6862)	0.9572 (6.7086)	0.9642 (6.9558)	0.9500 (7.0183)	0.9554 (6.6342)
(50,50)	(10,1)	0.9448 (4.0614)	0.9456 (4.0721)	0.9518 (4.1751)	0.9340 (4.1708)	0.9410 (4.0268)
	(10,2)	0.9488 (4.1327)	0.9498 (4.1439)	0.9550 (4.2488)	0.9376 (4.2406)	0.9460 (4.0970)
	(10,5)	0.9472 (4.5328)	0.9474 (4.5449)	0.9530 (4.6600)	0.9452 (4.6654)	0.9430 (4.4986)
	(10,10)	0.9498 (5.7174)	0.9508 (5.7315)	0.9560 (5.8766)	0.9454 (5.8767)	0.9486 (5.6727)
(50,100)	(10,1)	0.9488 (4.0481)	0.9506 (4.0596)	0.9576 (4.1619)	0.9392 (4.1476)	0.9466 (4.0145)
	(10,2)	0.9466 (4.0751)	0.9480 (4.0896)	0.9536 (4.1919)	0.9428 (4.1858)	0.9426 (4.0444)
	(10,5)	0.9534 (4.2789)	0.9520 (4.2896)	0.9600 (4.3915)	0.9424 (4.3751)	0.9514 (4.2441)
	(10,10)	0.9488 (4.9270)	0.9504 (4.9364)	0.9542 (5.0405)	0.9426 (5.0405)	0.9482 (4.8904)
(100,100)	(10,1)	0.9504 (2.8447)	0.9508 (2.8476)	0.9542 (2.8828)	0.9418 (2.8633)	0.9460 (2.8196)
	(10,2)	0.9462 (2.8867)	0.9488 (2.8885)	0.9514 (2.9242)	0.9432 (2.9072)	0.9452 (2.8609)
	(10,5)	0.9484 (3.1648)	0.9470 (3.1688)	0.9500 (3.2080)	0.9460 (3.1970)	0.9464 (3.1406)
	(10,10)	0.9516 (3.9844)	0.9532 (3.9880)	0.9558 (4.0373)	0.9494 (4.0215)	0.9494 (3.9529)

Source(s): Authors’ calculation

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