https://github.com/root-project/root
Revision fe2688539eeb4b5875d499bfb0be9f9bd5443f0b authored by Fons Rademakers on 24 February 2014, 08:37:53 UTC, committed by Fons Rademakers on 24 February 2014, 08:37:53 UTC
1 parent ba875ed
Raw File
Tip revision: fe2688539eeb4b5875d499bfb0be9f9bd5443f0b authored by Fons Rademakers on 24 February 2014, 08:37:53 UTC
make version v5-34-17.
Tip revision: fe26885
stressRooStats_ref.root
rootРdsTràt´Cž×'¡ÚFҌâ—í¹À¾ïð†I–ÚåjdTFileH/project/atlas/Users/verkerke/root-git/root/test/stressRooStats_ref.rootH/project/atlas/Users/verkerke/root-git/root/test/stressRooStats_ref.rootI–ÚåI–ÛX-k´dEu'¡ÚFҌâ—í¹À¾ïn)I–ÚæETd	RooDoubletplc2_lower_limit_mean_0.999990@%@	-1.512022¿ø1=¿;ëm(I–ÚæEÂd	RooDoubletplc2_upper_limit_mean_0.999990@$@1.281644?ôOúfn)I–ÚæE/d	RooDoubletplc2_lower_limit_mean_0.997300@%@	-1.063872¿ñžÙ¬/m(I–ÚæEd	RooDoubletplc2_upper_limit_mean_0.997300@$@0.833494?ê«üs€|ðn)I–ÚæE
d	RooDoubletplc2_lower_limit_mean_0.954500@%@	-0.747644¿çì´49±m(I–ÚæExd	RooDoubletplc2_upper_limit_mean_0.954500@$@0.517267?àrÂ\Xon)I–ÚæEåd	RooDoubletplc2_lower_limit_mean_0.682689@%@	-0.431417¿ÛœT¢ *Rm(I–ÚæESd	RooDoubletplc2_upper_limit_mean_0.682689@$@0.201039?É»¤Dàϙn)I–ÚæEÀd	RooDoubletplc2_lower_limit_mean_0.000010@%@	-0.115193¿½}G}»÷Ûn)I–ÚæE.d	RooDoubletplc2_upper_limit_mean_0.000010@%@	-0.115185¿½|9f(I–Úæ>œd	RooDoubletplc2_lower_limit_mean_0@$@0.000000f(I–Úæ>d	RooDoubletplc2_upper_limit_mean_0@$@0.500000?ßÿÿÿîâf(I–Úæ>hd	RooDoubletplc2_lower_limit_mean_1@$@0.301710?ÓO5 6Xf(I–Úæ>Îd	RooDoubletplc2_upper_limit_mean_1@$@2.357677@܅–‡ìêf(I–Úæ>4d	RooDoubletplc2_lower_limit_mean_5@$@3.084084@¬4Pŗf(I–Úæ>šd	RooDoubletplc2_upper_limit_mean_5@$@7.581106@S
f—ïi)I–Úæ@d	RooDoubletplc2_lower_limit_mean_100@%@	90.330518@V•'61…j*I–Úæ@id	RooDoubletplc2_upper_limit_mean_100@&@
110.336074@[•‚=ÖéÕj*I–Úæ@Ód	RooDoubletplc2_lower_limit_mean_800@&@
772.048075@ˆ buXÆõj*I–Úæ@	=d	RooDoubletplc2_upper_limit_mean_800@&@
828.618582@‰äòÛ%¸ïr(I–ÚæJ	§d	RooDouble$tplc3_lower_limit_sig_10_30_0.682689@$@7.350433@f×ïORÄs)I–ÚæJ
d	RooDouble$tplc3_upper_limit_sig_10_30_0.682689@%@	12.287857@(“aðì~pr(I–ÚæJ
Œd	RooDouble$tplc3_lower_limit_sig_20_25_0.682689@$@8.942599@!âœHû–Ös)I–ÚæJ
þd	RooDouble$tplc3_upper_limit_sig_20_25_0.682689@%@	14.977674@-ô‘¼
-Ôr(I–ÚæJqd	RooDouble$tplc3_lower_limit_sig_15_20_0.954500@$@3.800208@fÓEÀ{Ìs)I–ÚæJãd	RooDouble$tplc3_upper_limit_sig_15_20_0.954500@%@	14.074343@,&>“Î_m(I–ÚæEVd	RooDoubletplc4_significance_4_5_5.000000@$@1.950000?ÿ333333o(I–ÚæGÃd	RooDouble!tplc4_significance_50_55_2.000000@$@3.020000@(õ\)o(I–ÚæG
2d	RooDouble!tplc4_significance_67_15_0.500000@$@3.040000@Që…¸Rn(I–ÚæF
¡d	RooDouble tbc1_lower_limit_unif_1_0.682689@$@0.708185?æ©t‚ðÓÖn(I–ÚæFd	RooDouble tbc1_upper_limit_unif_1_0.682689@$@3.299527@
en.=|òm(I–ÚæE}d	RooDoubletbc1_lower_limit_inv_1_0.682689@$@0.172754?ÆË»•C±m(I–ÚæEêd	RooDoubletbc1_upper_limit_inv_1_0.682689@$@1.841022?ýtÓȯÀr(I–ÚæJWd	RooDouble$tbc1_lower_limit_inv_sqrt_1_0.682689@$@0.416946?Ú¯<3Ûr(I–ÚæJÉd	RooDouble$tbc1_upper_limit_inv_sqrt_1_0.682689@$@2.593131@¾»šg¶Öo(I–ÚæG;d	RooDouble!tbc1_lower_limit_gamma_1_0.682689@$@0.683648?åàq
"°o(I–ÚæGªd	RooDouble!tbc1_upper_limit_gamma_1_0.682689@$@2.318930@+¸·tn(I–ÚæFd	RooDouble tbc1_lower_limit_unif_3_0.682689@$@2.085661@¯nïÍŏn(I–ÚæF‡d	RooDouble tbc1_upper_limit_unif_3_0.682689@$@5.918186@¬8è/‰òm(I–ÚæEõd	RooDoubletbc1_lower_limit_inv_3_0.682689@$@1.367295?õàq
"°m(I–ÚæEbd	RooDoubletbc1_upper_limit_inv_3_0.682689@$@4.637860@+¸·tr(I–ÚæJÏd	RooDouble$tbc1_lower_limit_inv_sqrt_3_0.682689@$@1.720930?ûˆíªÂÜr(I–ÚæJAd	RooDouble$tbc1_upper_limit_inv_sqrt_3_0.682689@$@5.283478@"Hto(I–ÚæG³d	RooDouble!tbc1_lower_limit_gamma_3_0.682689@$@1.420154?ö¸óÙjo(I–ÚæG"d	RooDouble!tbc1_upper_limit_gamma_3_0.682689@$@3.581377@¦¨Ä€¹Xo(I–ÚæG‘d	RooDouble!tbc1_lower_limit_unif_10_0.682689@$@7.734421@ðô±p)I–ÚæGd	RooDouble!tbc1_upper_limit_unif_10_0.682689@%@	14.266950@,ˆ­£šk´n(I–ÚæFpd	RooDouble tbc1_lower_limit_inv_10_0.682689@$@6.891306@²g¦½o)I–ÚæFÞd	RooDouble tbc1_upper_limit_inv_10_0.682689@%@	13.110204@*8l­>U1s(I–ÚæKMd	RooDouble%tbc1_lower_limit_inv_sqrt_10_0.682689@$@7.311898@?b39xt)I–ÚæKÀd	RooDouble%tbc1_upper_limit_inv_sqrt_10_0.682689@%@	13.689539@+a4çGóp(I–ÚæH4d	RooDouble"tbc1_lower_limit_gamma_10_0.682689@$@4.292367@+bAn®p(I–ÚæH¤d	RooDouble"tbc1_upper_limit_gamma_10_0.682689@$@7.708260@ÕB-’8Ìp)I–ÚæGd	RooDouble!tbc1_lower_limit_unif_50_0.682689@%@	43.882067@Eðç’Æ[Úp)I–ÚæG„d	RooDouble!tbc1_upper_limit_unif_50_0.682689@%@	58.118225@M!ûá1^o)I–ÚæFôd	RooDouble tbc1_lower_limit_inv_50_0.682689@%@	42.952663@EyðÝ손o)I–ÚæFcd	RooDouble tbc1_upper_limit_inv_50_0.682689@%@	57.047634@L†á܊7t)I–ÚæKÒd	RooDouble%tbc1_lower_limit_inv_sqrt_50_0.682689@%@	43.417277@EµiV{Ãt)I–ÚæKFd	RooDouble%tbc1_upper_limit_inv_sqrt_50_0.682689@%@	57.583017@LÊ P~	Êq)I–ÚæHºd	RooDouble"tbc1_lower_limit_gamma_50_0.682689@%@	22.406082@6gôÿé~q)I–ÚæH+d	RooDouble"tbc1_upper_limit_gamma_50_0.682689@%@	29.594061@=˜_‚c(I–Úæ;œd	RooDoubletbc2_lower_limit_unif@$@1.550000?øÌÌÌÌÌÍc(I–Úæ;ÿd	RooDoubletbc2_upper_limit_unif@$@5.150000@™™™™™šb(I–Úæ:bd	RooDoubletbc2_lower_limit_inv@$@0.860000?ë…¸Që…b(I–Úæ:Äd	RooDoubletbc2_upper_limit_inv@$@3.850000@ÌÌÌÌÌÍq(I–ÚðI&d	RooDouble#tbc3_lower_limit_sig_10_30_0.682689@$@7.321066@HÅrîSær)I–ÚðI—d	RooDouble#tbc3_upper_limit_sig_10_30_0.682689@%@	12.437613@(àϛ™Êq(I–ÚúI	d	RooDouble#tbc3_lower_limit_sig_20_25_0.682689@$@8.947262@!äÿ‡]Jùr)I–ÚúIzd	RooDouble#tbc3_upper_limit_sig_20_25_0.682689@%@	14.951294@-çúùq(I–Û	Iìd	RooDouble#tbc3_lower_limit_sig_15_20_0.954500@$@3.637768@
&Z#ñìr)I–Û	I]d	RooDouble#tbc3_upper_limit_sig_15_20_0.954500@%@	14.232677@,w!fk¢”r(I–ÛJÏd	RooDouble$mcmcc_lower_limit_sig_10_30_0.682689@$@7.400000@™™™™™šs)I–ÛJ Ad	RooDouble$mcmcc_upper_limit_sig_10_30_0.682689@%@	11.800000@'™™™™™šr(I–ÛJ ´d	RooDouble$mcmcc_lower_limit_sig_20_25_0.682689@$@9.000000@"s)I–ÛJ!&d	RooDouble$mcmcc_upper_limit_sig_20_25_0.682689@%@	14.600000@-333334r(I–ÛJ!™d	RooDouble$mcmcc_lower_limit_sig_15_20_0.954500@$@3.800000@fffffgs)I–ÛJ"d	RooDouble$mcmcc_upper_limit_sig_15_20_0.954500@%@	13.400000@*ÌÌÌÌÌÍl(I–ÛD"~d	RooDoubletzbi_significance_4_5_5.000000@$@1.660000?ú\(õn(I–ÛF"êd	RooDouble tzbi_significance_50_55_2.000000@$@2.930000@p£×
=qn(I–ÛF#Xd	RooDouble tzbi_significance_67_15_0.500000@$@2.890000@¸Që…o(I–ÛG#Æd	RooDouble!tzbi_significance_200_10_0.100000@$@2.200000@™™™™™šq(I–ÛI$5d	RooDouble#thtc1_significance_150_100_1.000000@$@3.172973@	b?q€„q(I–ÛI$¦d	RooDouble#thtc1_significance_200_100_1.000000@$@5.829218@Qz:Øq(I–ÛI%d	RooDouble#thtc1_significance_105_100_1.000000@$@0.349231?ÖYÎÜÌå{p(I–ÛH%ˆd	RooDouble"thtc1_significance_150_10_0.100000@$@1.318192?õP¼(q(I–ÛI%ød	RooDouble#thtc1_significance_150_400_4.000000@$@4.098577@dñh›‘’(I–Ûj&id	RooDoubleDthtc2_significance_Asymptotic_Profile Likelihood One-Sided Discovery@$@2.249919@ÿÕ¼p#܄(I–Û\&ûd	RooDouble6thtc2_significance_Frequentist_Simple Likelihood Ratio@$@2.326348@œ\F0ÿŠ(I–Ûb'd	RooDouble<thtc2_significance_Frequentist_Ratio Of Profiled Likelihoods@$@2.408916@Euƒ€ÓÁ“(I–Ûk(	d	RooDoubleEthtc2_significance_Frequentist_Profile Likelihood One-Sided Discovery@$@2.512144@ß XŠŽ(I–Û,f(œd	RooDouble@thtc2_significance_Hybrid_Profile Likelihood One-Sided Discovery@$@2.257129@™ÆÿNç–(I–Û,n)*d	RooDoubleHthti1_lower_limit_sig_Asymptotic_Profile Likelihood Ratio_10_30_0.682689@$@7.181272@¹Ÿc¼2s—)I–Û,n)Àd	RooDoubleHthti1_upper_limit_sig_Asymptotic_Profile Likelihood Ratio_10_30_0.682689@%@	12.523923@)?¢Ü¥–(I–Û,n*Wd	RooDoubleHthti1_lower_limit_sig_Asymptotic_Profile Likelihood Ratio_20_25_0.682689@$@8.930545@!Üpi³Ý—)I–Û,n*íd	RooDoubleHthti1_upper_limit_sig_Asymptotic_Profile Likelihood Ratio_20_25_0.682689@%@	15.110904@.8È`•®–(I–Û,n+„d	RooDoubleHthti1_lower_limit_sig_Asymptotic_Profile Likelihood Ratio_15_20_0.954500@$@3.290983@
SïÍMK—)I–Û,n,d	RooDoubleHthti1_upper_limit_sig_Asymptotic_Profile Likelihood Ratio_15_20_0.954500@%@	14.449062@,åënŠ×—(I–Û2o,±d	RooDoubleIthti1_lower_limit_sig_Frequentist_Profile Likelihood Ratio_10_30_0.682689@$@7.167996@¬/Ðõc˜)I–Û2o-Hd	RooDoubleIthti1_upper_limit_sig_Frequentist_Profile Likelihood Ratio_10_30_0.682689@%@	12.408685@(Ñ?*Îöj—(I–Û7o-àd	RooDoubleIthti1_lower_limit_sig_Frequentist_Profile Likelihood Ratio_20_25_0.682689@$@8.490859@ ûQ됔V˜)I–Û7o.wd	RooDoubleIthti1_upper_limit_sig_Frequentist_Profile Likelihood Ratio_20_25_0.682689@%@	14.874215@-¿™.—(I–Û@o/d	RooDoubleIthti1_lower_limit_sig_Frequentist_Profile Likelihood Ratio_15_20_0.954500@$@3.638904@
y¹]˜)I–Û@o/¦d	RooDoubleIthti1_upper_limit_sig_Frequentist_Profile Likelihood Ratio_15_20_0.954500@%@	14.428566@,Ûm'•‘’(I–ÛFj0>d	RooDoubleDthti1_lower_limit_sig_Hybrid_Profile Likelihood Ratio_10_30_0.682689@$@7.107982@n’Øç¼î“)I–ÛFj0Ðd	RooDoubleDthti1_upper_limit_sig_Hybrid_Profile Likelihood Ratio_10_30_0.682689@%@	12.553907@)™¨ý	˜)I–ÛFo1cd	RooDoubleIthti2_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689@%@	13.916783@+Õdˆg£U›(I–ÛFs1ûd	RooDoubleMthti2_exp_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689@$@3.011401@YŠC±Rž(I–ÛFv2–d	RooDoublePthti2_exp_upper_limit_-2_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689@$@0.000000ž(I–ÛFv34d	RooDoublePthti2_exp_upper_limit_-1_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689@$@0.000000ž(I–ÛFv3Òd	RooDoublePthti2_exp_upper_limit_+1_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689@$@9.513671@#ÿ䀟)I–ÛFv4pd	RooDoublePthti2_exp_upper_limit_+2_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689@%@	18.639518@2£·l+‡˜)I–ÛFo5d	RooDoubleIthti2_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689@%@	35.670428@AÕВ	íi›(I–ÛFs5§d	RooDoubleMthti2_exp_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689@$@3.263918@
éÒâž(I–ÛFv6Bd	RooDoublePthti2_exp_upper_limit_-2_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689@$@0.000000ž(I–ÛFv6àd	RooDoublePthti2_exp_upper_limit_-1_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689@$@0.000000Ÿ)I–ÛFv7~d	RooDoublePthti2_exp_upper_limit_+1_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689@%@	10.879682@%Âe³ZQ)Ÿ)I–ÛFv8d	RooDoublePthti2_exp_upper_limit_+2_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689@%@	21.657009@5¨1Ùš)I–ÛMq8¼d	RooDoubleKthti2_upper_limit_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689@%@	15.823756@/¥ÃS	õ(I–ÛMu9Vd	RooDoubleOthti2_exp_upper_limit_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689@$@5.126232@CSaZ (I–ÛMx9ód	RooDoubleRthti2_exp_upper_limit_-2_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689@$@3.792717@W|.!9 (I–ÛMx:“d	RooDoubleRthti2_exp_upper_limit_-1_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689@$@4.034811@#¥˜“úP (I–ÛMx;3d	RooDoubleRthti2_exp_upper_limit_+1_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689@$@9.643219@#ITg¥	¡)I–ÛMx;Ód	RooDoubleRthti2_exp_upper_limit_+2_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689@%@	19.053932@3
Î{<iT™)I–ÛTp<td	RooDoubleJthti2_upper_limit_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689@%@	15.371159@.¾+| œ(I–ÛTt=
d	RooDoubleNthti2_exp_upper_limit_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689@$@5.199411@Ì2OS^ş(I–ÛTw=©d	RooDoubleQthti2_exp_upper_limit_-2_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689@$@3.792717@W|.!9Ÿ(I–ÛTw>Hd	RooDoubleQthti2_exp_upper_limit_-1_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689@$@4.034811@#¥˜“úP )I–ÛTw>çd	RooDoubleQthti2_exp_upper_limit_+1_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689@%@	10.374509@$¿¿±"En )I–ÛTw?‡d	RooDoubleQthti2_exp_upper_limit_+2_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689@%@	18.355828@2[Šxß{)I–ÛXf@'d	RooDouble@thti2_upper_limit_sig_Hybrid_Simple Likelihood Ratio_10_0.682689@%@	15.515103@/»¡Ø{	’(I–ÛXj@¶d	RooDoubleDthti2_exp_upper_limit_sig_Hybrid_Simple Likelihood Ratio_10_0.682689@$@6.743296@ù"’Ga¿•(I–ÛXmAHd	RooDoubleGthti2_exp_upper_limit_-2_sig_Hybrid_Simple Likelihood Ratio_10_0.682689@$@3.792717@W|.!9•(I–ÛXmAÝd	RooDoubleGthti2_exp_upper_limit_-1_sig_Hybrid_Simple Likelihood Ratio_10_0.682689@$@4.122522@}vw)I–ÛXmBrd	RooDoubleGthti2_exp_upper_limit_+1_sig_Hybrid_Simple Likelihood Ratio_10_0.682689@%@	11.446813@&äÄ aZ–)I–ÛXmCd	RooDoubleGthti2_exp_upper_limit_+2_sig_Hybrid_Simple Likelihood Ratio_10_0.682689@%@	15.070725@.$6Ìä¢×!I–ÛX@CždTListStreamerInfoDoubly linked listZLŽ!x•RMKQ=Îø	µ‚ÚH/ˆ¨hÓ¨ÑjÑ&AG	lFß؈:2Ž…;×B›–ýŸ~L¿¡E÷D¥‚Ü{™™sß¹sÞµ`B„¡aXHŒ>	»…ÒÈðzèàÛr°Mºn0™s• ¸&n_"W¨%ٞ ñT·—Ý^1©j݅7‘¢ Õ,àyE©äŒ%éx‚É<@’ùl¡ mßp¢Î±ý …ëŒý±ð‚P8b¨ÞŠÀíÉv$ÕӉˆü¨/ØtÁøÉR±zEgÇd} ¿mOGzªl=ÕÞÊT­G§?‘›u•Åșö§ ËÏÈ~{׊”G/3àŽu®mÞZÐæø·ññ~>åIÊãÙ¯¬ÍugM”‡]ÞX[Ú˚žú`q(9›7D¿òtÝo‹J¹lÇòc‰ñ'–=‹V<ãÚøî¡	ƒ¹®¥÷—¥SžºÆ||_~G#ßóe ÈØaüŠŒÚK
XÀýƜõsEëˆe´g«%؈…ôFàøœd‹u-k-I–ÛXjEudTFileH/project/atlas/Users/verkerke/root-git/root/test/stressRooStats_ref.root‡n)I–ÚæETd	RooDoubletplc2_lower_limit_mean_0.999990m(I–ÚæEÂd	RooDoubletplc2_upper_limit_mean_0.999990n)I–ÚæE/d	RooDoubletplc2_lower_limit_mean_0.997300m(I–ÚæEd	RooDoubletplc2_upper_limit_mean_0.997300n)I–ÚæE
d	RooDoubletplc2_lower_limit_mean_0.954500m(I–ÚæExd	RooDoubletplc2_upper_limit_mean_0.954500n)I–ÚæEåd	RooDoubletplc2_lower_limit_mean_0.682689m(I–ÚæESd	RooDoubletplc2_upper_limit_mean_0.682689n)I–ÚæEÀd	RooDoubletplc2_lower_limit_mean_0.000010n)I–ÚæE.d	RooDoubletplc2_upper_limit_mean_0.000010f(I–Úæ>œd	RooDoubletplc2_lower_limit_mean_0f(I–Úæ>d	RooDoubletplc2_upper_limit_mean_0f(I–Úæ>hd	RooDoubletplc2_lower_limit_mean_1f(I–Úæ>Îd	RooDoubletplc2_upper_limit_mean_1f(I–Úæ>4d	RooDoubletplc2_lower_limit_mean_5f(I–Úæ>šd	RooDoubletplc2_upper_limit_mean_5i)I–Úæ@d	RooDoubletplc2_lower_limit_mean_100j*I–Úæ@id	RooDoubletplc2_upper_limit_mean_100j*I–Úæ@Ód	RooDoubletplc2_lower_limit_mean_800j*I–Úæ@	=d	RooDoubletplc2_upper_limit_mean_800r(I–ÚæJ	§d	RooDouble$tplc3_lower_limit_sig_10_30_0.682689s)I–ÚæJ
d	RooDouble$tplc3_upper_limit_sig_10_30_0.682689r(I–ÚæJ
Œd	RooDouble$tplc3_lower_limit_sig_20_25_0.682689s)I–ÚæJ
þd	RooDouble$tplc3_upper_limit_sig_20_25_0.682689r(I–ÚæJqd	RooDouble$tplc3_lower_limit_sig_15_20_0.954500s)I–ÚæJãd	RooDouble$tplc3_upper_limit_sig_15_20_0.954500m(I–ÚæEVd	RooDoubletplc4_significance_4_5_5.000000o(I–ÚæGÃd	RooDouble!tplc4_significance_50_55_2.000000o(I–ÚæG
2d	RooDouble!tplc4_significance_67_15_0.500000n(I–ÚæF
¡d	RooDouble tbc1_lower_limit_unif_1_0.682689n(I–ÚæFd	RooDouble tbc1_upper_limit_unif_1_0.682689m(I–ÚæE}d	RooDoubletbc1_lower_limit_inv_1_0.682689m(I–ÚæEêd	RooDoubletbc1_upper_limit_inv_1_0.682689r(I–ÚæJWd	RooDouble$tbc1_lower_limit_inv_sqrt_1_0.682689r(I–ÚæJÉd	RooDouble$tbc1_upper_limit_inv_sqrt_1_0.682689o(I–ÚæG;d	RooDouble!tbc1_lower_limit_gamma_1_0.682689o(I–ÚæGªd	RooDouble!tbc1_upper_limit_gamma_1_0.682689n(I–ÚæFd	RooDouble tbc1_lower_limit_unif_3_0.682689n(I–ÚæF‡d	RooDouble tbc1_upper_limit_unif_3_0.682689m(I–ÚæEõd	RooDoubletbc1_lower_limit_inv_3_0.682689m(I–ÚæEbd	RooDoubletbc1_upper_limit_inv_3_0.682689r(I–ÚæJÏd	RooDouble$tbc1_lower_limit_inv_sqrt_3_0.682689r(I–ÚæJAd	RooDouble$tbc1_upper_limit_inv_sqrt_3_0.682689o(I–ÚæG³d	RooDouble!tbc1_lower_limit_gamma_3_0.682689o(I–ÚæG"d	RooDouble!tbc1_upper_limit_gamma_3_0.682689o(I–ÚæG‘d	RooDouble!tbc1_lower_limit_unif_10_0.682689p)I–ÚæGd	RooDouble!tbc1_upper_limit_unif_10_0.682689n(I–ÚæFpd	RooDouble tbc1_lower_limit_inv_10_0.682689o)I–ÚæFÞd	RooDouble tbc1_upper_limit_inv_10_0.682689s(I–ÚæKMd	RooDouble%tbc1_lower_limit_inv_sqrt_10_0.682689t)I–ÚæKÀd	RooDouble%tbc1_upper_limit_inv_sqrt_10_0.682689p(I–ÚæH4d	RooDouble"tbc1_lower_limit_gamma_10_0.682689p(I–ÚæH¤d	RooDouble"tbc1_upper_limit_gamma_10_0.682689p)I–ÚæGd	RooDouble!tbc1_lower_limit_unif_50_0.682689p)I–ÚæG„d	RooDouble!tbc1_upper_limit_unif_50_0.682689o)I–ÚæFôd	RooDouble tbc1_lower_limit_inv_50_0.682689o)I–ÚæFcd	RooDouble tbc1_upper_limit_inv_50_0.682689t)I–ÚæKÒd	RooDouble%tbc1_lower_limit_inv_sqrt_50_0.682689t)I–ÚæKFd	RooDouble%tbc1_upper_limit_inv_sqrt_50_0.682689q)I–ÚæHºd	RooDouble"tbc1_lower_limit_gamma_50_0.682689q)I–ÚæH+d	RooDouble"tbc1_upper_limit_gamma_50_0.682689c(I–Úæ;œd	RooDoubletbc2_lower_limit_unifc(I–Úæ;ÿd	RooDoubletbc2_upper_limit_unifb(I–Úæ:bd	RooDoubletbc2_lower_limit_invb(I–Úæ:Äd	RooDoubletbc2_upper_limit_invq(I–ÚðI&d	RooDouble#tbc3_lower_limit_sig_10_30_0.682689r)I–ÚðI—d	RooDouble#tbc3_upper_limit_sig_10_30_0.682689q(I–ÚúI	d	RooDouble#tbc3_lower_limit_sig_20_25_0.682689r)I–ÚúIzd	RooDouble#tbc3_upper_limit_sig_20_25_0.682689q(I–Û	Iìd	RooDouble#tbc3_lower_limit_sig_15_20_0.954500r)I–Û	I]d	RooDouble#tbc3_upper_limit_sig_15_20_0.954500r(I–ÛJÏd	RooDouble$mcmcc_lower_limit_sig_10_30_0.682689s)I–ÛJ Ad	RooDouble$mcmcc_upper_limit_sig_10_30_0.682689r(I–ÛJ ´d	RooDouble$mcmcc_lower_limit_sig_20_25_0.682689s)I–ÛJ!&d	RooDouble$mcmcc_upper_limit_sig_20_25_0.682689r(I–ÛJ!™d	RooDouble$mcmcc_lower_limit_sig_15_20_0.954500s)I–ÛJ"d	RooDouble$mcmcc_upper_limit_sig_15_20_0.954500l(I–ÛD"~d	RooDoubletzbi_significance_4_5_5.000000n(I–ÛF"êd	RooDouble tzbi_significance_50_55_2.000000n(I–ÛF#Xd	RooDouble tzbi_significance_67_15_0.500000o(I–ÛG#Æd	RooDouble!tzbi_significance_200_10_0.100000q(I–ÛI$5d	RooDouble#thtc1_significance_150_100_1.000000q(I–ÛI$¦d	RooDouble#thtc1_significance_200_100_1.000000q(I–ÛI%d	RooDouble#thtc1_significance_105_100_1.000000p(I–ÛH%ˆd	RooDouble"thtc1_significance_150_10_0.100000q(I–ÛI%ød	RooDouble#thtc1_significance_150_400_4.000000’(I–Ûj&id	RooDoubleDthtc2_significance_Asymptotic_Profile Likelihood One-Sided Discovery„(I–Û\&ûd	RooDouble6thtc2_significance_Frequentist_Simple Likelihood RatioŠ(I–Ûb'd	RooDouble<thtc2_significance_Frequentist_Ratio Of Profiled Likelihoods“(I–Ûk(	d	RooDoubleEthtc2_significance_Frequentist_Profile Likelihood One-Sided DiscoveryŽ(I–Û,f(œd	RooDouble@thtc2_significance_Hybrid_Profile Likelihood One-Sided Discovery–(I–Û,n)*d	RooDoubleHthti1_lower_limit_sig_Asymptotic_Profile Likelihood Ratio_10_30_0.682689—)I–Û,n)Àd	RooDoubleHthti1_upper_limit_sig_Asymptotic_Profile Likelihood Ratio_10_30_0.682689–(I–Û,n*Wd	RooDoubleHthti1_lower_limit_sig_Asymptotic_Profile Likelihood Ratio_20_25_0.682689—)I–Û,n*íd	RooDoubleHthti1_upper_limit_sig_Asymptotic_Profile Likelihood Ratio_20_25_0.682689–(I–Û,n+„d	RooDoubleHthti1_lower_limit_sig_Asymptotic_Profile Likelihood Ratio_15_20_0.954500—)I–Û,n,d	RooDoubleHthti1_upper_limit_sig_Asymptotic_Profile Likelihood Ratio_15_20_0.954500—(I–Û2o,±d	RooDoubleIthti1_lower_limit_sig_Frequentist_Profile Likelihood Ratio_10_30_0.682689˜)I–Û2o-Hd	RooDoubleIthti1_upper_limit_sig_Frequentist_Profile Likelihood Ratio_10_30_0.682689—(I–Û7o-àd	RooDoubleIthti1_lower_limit_sig_Frequentist_Profile Likelihood Ratio_20_25_0.682689˜)I–Û7o.wd	RooDoubleIthti1_upper_limit_sig_Frequentist_Profile Likelihood Ratio_20_25_0.682689—(I–Û@o/d	RooDoubleIthti1_lower_limit_sig_Frequentist_Profile Likelihood Ratio_15_20_0.954500˜)I–Û@o/¦d	RooDoubleIthti1_upper_limit_sig_Frequentist_Profile Likelihood Ratio_15_20_0.954500’(I–ÛFj0>d	RooDoubleDthti1_lower_limit_sig_Hybrid_Profile Likelihood Ratio_10_30_0.682689“)I–ÛFj0Ðd	RooDoubleDthti1_upper_limit_sig_Hybrid_Profile Likelihood Ratio_10_30_0.682689˜)I–ÛFo1cd	RooDoubleIthti2_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689›(I–ÛFs1ûd	RooDoubleMthti2_exp_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689ž(I–ÛFv2–d	RooDoublePthti2_exp_upper_limit_-2_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689ž(I–ÛFv34d	RooDoublePthti2_exp_upper_limit_-1_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689ž(I–ÛFv3Òd	RooDoublePthti2_exp_upper_limit_+1_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689Ÿ)I–ÛFv4pd	RooDoublePthti2_exp_upper_limit_+2_sig_Asymptotic_Profile Likelihood One-Sided_10_0.682689˜)I–ÛFo5d	RooDoubleIthti2_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689›(I–ÛFs5§d	RooDoubleMthti2_exp_upper_limit_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689ž(I–ÛFv6Bd	RooDoublePthti2_exp_upper_limit_-2_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689ž(I–ÛFv6àd	RooDoublePthti2_exp_upper_limit_-1_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689Ÿ)I–ÛFv7~d	RooDoublePthti2_exp_upper_limit_+1_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689Ÿ)I–ÛFv8d	RooDoublePthti2_exp_upper_limit_+2_sig_Asymptotic_Profile Likelihood One-Sided_20_0.682689š)I–ÛMq8¼d	RooDoubleKthti2_upper_limit_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689(I–ÛMu9Vd	RooDoubleOthti2_exp_upper_limit_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689 (I–ÛMx9ód	RooDoubleRthti2_exp_upper_limit_-2_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689 (I–ÛMx:“d	RooDoubleRthti2_exp_upper_limit_-1_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689 (I–ÛMx;3d	RooDoubleRthti2_exp_upper_limit_+1_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689¡)I–ÛMx;Ód	RooDoubleRthti2_exp_upper_limit_+2_sig_Frequentist_Ratio Of Profiled Likelihoods_10_0.682689™)I–ÛTp<td	RooDoubleJthti2_upper_limit_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689œ(I–ÛTt=
d	RooDoubleNthti2_exp_upper_limit_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689Ÿ(I–ÛTw=©d	RooDoubleQthti2_exp_upper_limit_-2_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689Ÿ(I–ÛTw>Hd	RooDoubleQthti2_exp_upper_limit_-1_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689 )I–ÛTw>çd	RooDoubleQthti2_exp_upper_limit_+1_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689 )I–ÛTw?‡d	RooDoubleQthti2_exp_upper_limit_+2_sig_Frequentist_Profile Likelihood One-Sided_10_0.682689)I–ÛXf@'d	RooDouble@thti2_upper_limit_sig_Hybrid_Simple Likelihood Ratio_10_0.682689’(I–ÛXj@¶d	RooDoubleDthti2_exp_upper_limit_sig_Hybrid_Simple Likelihood Ratio_10_0.682689•(I–ÛXmAHd	RooDoubleGthti2_exp_upper_limit_-2_sig_Hybrid_Simple Likelihood Ratio_10_0.682689•(I–ÛXmAÝd	RooDoubleGthti2_exp_upper_limit_-1_sig_Hybrid_Simple Likelihood Ratio_10_0.682689–)I–ÛXmBrd	RooDoubleGthti2_exp_upper_limit_+1_sig_Hybrid_Simple Likelihood Ratio_10_0.682689–)I–ÛXmCd	RooDoubleGthti2_exp_upper_limit_+2_sig_Hybrid_Simple Likelihood Ratio_10_0.682689t
I–ÛXjràdTFileH/project/atlas/Users/verkerke/root-git/root/test/stressRooStats_ref.rootsTw5”
back to top