Table 2. Open in new tab Same as Table 1...

Statistics

|$\langle A\rangle$|

|$\sigma (A)$|

|$\frac{|\langle A\rangle -1|}{\sigma (A)}$|

|$\langle A\rangle$|

|$\sigma (A)$|

|$\frac{|\langle A\rangle -1|}{\sigma (A)}$|

|$\langle A\rangle$|

|$\sigma (A)$|

|$\frac{|\langle A\rangle -1|}{\sigma (A)}$|

|$C_{\kappa \kappa }(\ell)$|

|$z_\mathrm{ s} = 1.5$|

1.001167

0.032916

0.035461

1.001257

0.032919

0.038179

1.001737

0.032935

0.052733

|$z_\mathrm{ s} = 3.0$|

0.998582

0.021475

0.066038

1.002398

0.021557

0.111239

1.001749

0.021543

0.081178

|$z_\mathrm{ s} = 1100$|

0.996026

0.015926

0.249513

1.003449

0.016043

0.215014

1.001949

0.016020

0.121639

|$\langle \kappa ^2_{\theta } \rangle$|

|$z_\mathrm{ s} = 1.5$|

0.996121

0.026283

0.147605

1.011579

0.026692

0.433797

1.002197

0.026442

0.083106

|$z_\mathrm{ s} = 3.0$|

0.996252

0.017760

0.211046

1.008455

0.017977

0.470342

1.001049

0.017845

0.058763

|$z_\mathrm{ s} = 1100$|

0.995009

0.011963

0.417200

1.008072

0.012119

0.666113

1.000064

0.012023

0.005318

|$\langle \kappa ^3_{\theta } \rangle$|

|$z_\mathrm{ s} = 1.5$|

0.980255

0.065672

0.300657

1.021229

0.068395

0.310396

1.007512

0.067477

0.111333

|$z_\mathrm{ s} = 3.0$|

0.981669

0.059531

0.307918

1.019302

0.061784

0.312419

1.003599

0.060840

0.059156

|$z_\mathrm{ s} = 1100$|

0.977213

0.063501

0.358842

1.018759

0.066143

0.283610

0.993324

0.064492

0.103513

|$\langle \kappa ^4_{\theta } \rangle$|

|$z_\mathrm{ s} = 1.5$|

0.965330

0.134665

0.257456

1.014115

0.141257

0.099921

1.019490

0.142071

0.137184

|$z_\mathrm{ s} = 3.0$|

0.977436

0.084264

0.267779

1.012450

0.087022

0.143068

1.009962

0.086910

0.114628

|$z_\mathrm{ s} = 1100$|

0.989491

0.041604

0.252600

1.014702

0.042586

0.345230

1.002519

0.042102

0.059836

Table 2.

Open in new tab

Same as Table 1, but for a larger sky coverage of |$20\times 20~\mathrm{deg^2}$|⁠.

Statistics		\|$\langle A\rangle$\|	\|$\sigma (A)$\|	\|$\frac{\|\langle A\rangle -1\|}{\sigma (A)}$\|	\|$\langle A\rangle$\|	\|$\sigma (A)$\|	\|$\frac{\|\langle A\rangle -1\|}{\sigma (A)}$\|	\|$\langle A\rangle$\|	\|$\sigma (A)$\|	\|$\frac{\|\langle A\rangle -1\|}{\sigma (A)}$\|
\|$C_{\kappa \kappa }(\ell)$\|	\|$z_\mathrm{ s} = 1.5$\|	1.001167	0.032916	0.035461	1.001257	0.032919	0.038179	1.001737	0.032935	0.052733
	\|$z_\mathrm{ s} = 3.0$\|	0.998582	0.021475	0.066038	1.002398	0.021557	0.111239	1.001749	0.021543	0.081178
	\|$z_\mathrm{ s} = 1100$\|	0.996026	0.015926	0.249513	1.003449	0.016043	0.215014	1.001949	0.016020	0.121639
\|$\langle \kappa ^2_{\theta } \rangle$\|	\|$z_\mathrm{ s} = 1.5$\|	0.996121	0.026283	0.147605	1.011579	0.026692	0.433797	1.002197	0.026442	0.083106
	\|$z_\mathrm{ s} = 3.0$\|	0.996252	0.017760	0.211046	1.008455	0.017977	0.470342	1.001049	0.017845	0.058763
	\|$z_\mathrm{ s} = 1100$\|	0.995009	0.011963	0.417200	1.008072	0.012119	0.666113	1.000064	0.012023	0.005318
\|$\langle \kappa ^3_{\theta } \rangle$\|	\|$z_\mathrm{ s} = 1.5$\|	0.980255	0.065672	0.300657	1.021229	0.068395	0.310396	1.007512	0.067477	0.111333
	\|$z_\mathrm{ s} = 3.0$\|	0.981669	0.059531	0.307918	1.019302	0.061784	0.312419	1.003599	0.060840	0.059156
	\|$z_\mathrm{ s} = 1100$\|	0.977213	0.063501	0.358842	1.018759	0.066143	0.283610	0.993324	0.064492	0.103513
\|$\langle \kappa ^4_{\theta } \rangle$\|	\|$z_\mathrm{ s} = 1.5$\|	0.965330	0.134665	0.257456	1.014115	0.141257	0.099921	1.019490	0.142071	0.137184
	\|$z_\mathrm{ s} = 3.0$\|	0.977436	0.084264	0.267779	1.012450	0.087022	0.143068	1.009962	0.086910	0.114628
	\|$z_\mathrm{ s} = 1100$\|	0.989491	0.041604	0.252600	1.014702	0.042586	0.345230	1.002519	0.042102	0.059836

Statistics		\|$\langle A\rangle$\|	\|$\sigma (A)$\|	\|$\frac{\|\langle A\rangle -1\|}{\sigma (A)}$\|	\|$\langle A\rangle$\|	\|$\sigma (A)$\|	\|$\frac{\|\langle A\rangle -1\|}{\sigma (A)}$\|	\|$\langle A\rangle$\|	\|$\sigma (A)$\|	\|$\frac{\|\langle A\rangle -1\|}{\sigma (A)}$\|
\|$C_{\kappa \kappa }(\ell)$\|	\|$z_\mathrm{ s} = 1.5$\|	1.001167	0.032916	0.035461	1.001257	0.032919	0.038179	1.001737	0.032935	0.052733
	\|$z_\mathrm{ s} = 3.0$\|	0.998582	0.021475	0.066038	1.002398	0.021557	0.111239	1.001749	0.021543	0.081178
	\|$z_\mathrm{ s} = 1100$\|	0.996026	0.015926	0.249513	1.003449	0.016043	0.215014	1.001949	0.016020	0.121639
\|$\langle \kappa ^2_{\theta } \rangle$\|	\|$z_\mathrm{ s} = 1.5$\|	0.996121	0.026283	0.147605	1.011579	0.026692	0.433797	1.002197	0.026442	0.083106
	\|$z_\mathrm{ s} = 3.0$\|	0.996252	0.017760	0.211046	1.008455	0.017977	0.470342	1.001049	0.017845	0.058763
	\|$z_\mathrm{ s} = 1100$\|	0.995009	0.011963	0.417200	1.008072	0.012119	0.666113	1.000064	0.012023	0.005318
\|$\langle \kappa ^3_{\theta } \rangle$\|	\|$z_\mathrm{ s} = 1.5$\|	0.980255	0.065672	0.300657	1.021229	0.068395	0.310396	1.007512	0.067477	0.111333
	\|$z_\mathrm{ s} = 3.0$\|	0.981669	0.059531	0.307918	1.019302	0.061784	0.312419	1.003599	0.060840	0.059156
	\|$z_\mathrm{ s} = 1100$\|	0.977213	0.063501	0.358842	1.018759	0.066143	0.283610	0.993324	0.064492	0.103513
\|$\langle \kappa ^4_{\theta } \rangle$\|	\|$z_\mathrm{ s} = 1.5$\|	0.965330	0.134665	0.257456	1.014115	0.141257	0.099921	1.019490	0.142071	0.137184
	\|$z_\mathrm{ s} = 3.0$\|	0.977436	0.084264	0.267779	1.012450	0.087022	0.143068	1.009962	0.086910	0.114628
	\|$z_\mathrm{ s} = 1100$\|	0.989491	0.041604	0.252600	1.014702	0.042586	0.345230	1.002519	0.042102	0.059836

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