cern.ch

Updated branching fraction measurements of $B^0_{(s)} \to K_{\mathrm{\scriptscriptstyle S}}^0 h^+ h^{\prime -}$ decays

[to restricted-access page]

Information

Tools

Abstract

The charmless three-body decays $B^0_{(s)} \to K_{\mathrm{\scriptscriptstyle S}}^0 h^+ h^{\prime -}$ (where $h^{(\prime)} = \pi, K$) are analysed using a sample of $pp$ collision data recorded by the LHCb experiment, corresponding to an integrated luminosity of $3 fb^{-1}$. The branching fractions are measured relative to that of the $B^0 \to K_{\mathrm{\scriptscriptstyle S}}^0 \pi^{+} \pi^{-}$ decay, and are determined to be: \begin{eqnarray*} \frac{{\cal B}(B^0\rightarrow K^0_{\rm S}K^{\pm}\pi^{\mp})}{{\cal B}(B^0\rightarrow K^0_{\rm S}\pi^{+}\pi^{-})} = {} & 0.123 \pm 0.009 \; \mathrm{ (stat)}\; \pm 0.015 \; \mathrm{ (syst)} , \frac{{\cal B}(B^0\rightarrow K^0_{\rm S}K^{+}K^{-})} {{\cal B}(B^0\rightarrow K^0_{\rm S}\pi^{+}\pi^{-})} = {} & 0.549 \pm 0.018 \; \mathrm{ (stat)}\; \pm 0.033 \; \mathrm{ (syst)} , \frac{{\cal B}(B_{s}^0\rightarrow K^0_{\rm S}\pi^{+}\pi^{-})}{{\cal B}(B^0\rightarrow K^0_{\rm S}\pi^{+}\pi^{-})} = {} & 0.191 \pm 0.027 \; \mathrm{ (stat)}\; \pm 0.031 \; \mathrm{ (syst)}\; \pm 0.011 \; (f_s/f_d) , \frac{{\cal B}(B_{s}^0\rightarrow K^0_{\rm S}K^{\pm}\pi^{\mp})} {{\cal B}(B^0\rightarrow K^0_{\rm S}\pi^{+}\pi^{-})} = {} & 1.70\phantom{0} \pm 0.07\phantom{0} \; \mathrm{ (stat)} \; \pm 0.11\phantom{0} \; \mathrm{ (syst)}\; \pm 0.10\phantom{0} \; (f_s/f_d) , \frac{{\cal B}(B_{s}^0\rightarrow K^0_{\rm S}K^{+}K^{-})}{{\cal B}(B^0\rightarrow K^0_{\rm S}\pi^{+}\pi^{-})} \in {} & [0.008 - 0.051] \rm at 90\% confidence level, \end{eqnarray*} where $f_s/f_d$ represents the ratio of hadronisation fractions of the $B^0_s$ and $B^0$ mesons.

Figures and captions

Invariant mass distributions of, from top to bottom, $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^\pm \pi ^\mp $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ candidates, summing the three periods of data taking, with the selection optimisation chosen for the favoured decay modes for (left) downstream and (right) long $ K ^0_{\mathrm{ \scriptscriptstyle S}}$ reconstruction categories. In each plot, data are the black points with error bars and the total fit model is overlaid (solid blue line). The $ B ^0$ ( $ B ^0_ s $ ) signal components are the pink (orange) short-dashed (dotted) lines, while fully reconstructed misidentified decays are the green and dark blue dashed lines close to the $ B ^0$ and $ B ^0_ s $ peaks. The sum of the partially reconstructed contributions from $ B $ to open charm decays, charmless hadronic decays, $ B ^0 \rightarrow \eta ^{\prime} K ^0_{\mathrm{ \scriptscriptstyle S}} $ and charmless radiative decays are the red dash triple-dotted lines. The combinatorial background contribution is the gray long-dash dotted line.

FusedC[..].pdf [21 KiB]
HiDef png [251 KiB]
Thumbnail [186 KiB]
*.C file
FusedCats-Loose-KSKKDD-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [240 KiB]
Thumbnail [178 KiB]
*.C file
FusedCats-Loose-KSKKLL-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [200 KiB]
*.C file
FusedCats-Loose-KSKpiDD-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [201 KiB]
*.C file
FusedCats-Loose-KSKpiLL-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [253 KiB]
Thumbnail [184 KiB]
*.C file
FusedCats-Loose-KSpipiDD-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [251 KiB]
Thumbnail [184 KiB]
*.C file
FusedCats-Loose-KSpipiLL-log.pdf

Invariant mass distributions of, from top to bottom, $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^\pm \pi ^\mp $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ candidates, summing the three periods of data taking, with the selection optimisation chosen for the favoured decay modes for (left) downstream and (right) long $ K ^0_{\mathrm{ \scriptscriptstyle S}}$ reconstruction categories. In each plot, data are the black points with error bars and the total fit model is overlaid (solid blue line). The $ B ^0$ ( $ B ^0_ s $ ) signal components are the pink (orange) short-dashed (dotted) lines, while fully reconstructed misidentified decays are the green and dark blue dashed lines close to the $ B ^0$ and $ B ^0_ s $ peaks. The sum of the partially reconstructed contributions from $ B $ to open charm decays, charmless hadronic decays, $ B ^0 \rightarrow \eta ^{\prime} K ^0_{\mathrm{ \scriptscriptstyle S}} $ and charmless radiative decays are the red dash triple-dotted lines. The combinatorial background contribution is the gray long-dash dotted line.

FusedC[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [186 KiB]
*.C file
FusedCats-Tight-KSKKDD-log.pdf
FusedC[..].pdf [19 KiB]
HiDef png [219 KiB]
Thumbnail [167 KiB]
*.C file
FusedCats-Tight-KSKKLL-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [202 KiB]
*.C file
FusedCats-Tight-KSKpiDD-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [282 KiB]
Thumbnail [201 KiB]
*.C file
FusedCats-Tight-KSKpiLL-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [260 KiB]
Thumbnail [192 KiB]
*.C file
FusedCats-Tight-KSpipiDD-log.pdf
FusedC[..].pdf [21 KiB]
HiDef png [258 KiB]
Thumbnail [189 KiB]
*.C file
FusedCats-Tight-KSpipiLL-log.pdf

Results of the simultaneous fit to data (downstream, 2011) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [20 KiB]
HiDef png [257 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [257 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [259 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [259 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [290 KiB]
Thumbnail [222 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [290 KiB]
Thumbnail [222 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [288 KiB]
Thumbnail [228 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [288 KiB]
Thumbnail [228 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [288 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [288 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [290 KiB]
Thumbnail [234 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [290 KiB]
Thumbnail [234 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [257 KiB]
Thumbnail [204 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [257 KiB]
Thumbnail [204 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [258 KiB]
Thumbnail [206 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [258 KiB]
Thumbnail [206 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2011-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012a) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [19 KiB]
HiDef png [250 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [250 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [270 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [270 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [287 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [287 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [279 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [279 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [289 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [289 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [287 KiB]
Thumbnail [225 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [287 KiB]
Thumbnail [225 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [251 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [251 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012a-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012b) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [20 KiB]
HiDef png [254 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [254 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [257 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [257 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [283 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [283 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [288 KiB]
Thumbnail [221 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [288 KiB]
Thumbnail [221 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [259 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [259 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [251 KiB]
Thumbnail [196 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [251 KiB]
Thumbnail [196 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiDD_2012b-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2011) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [19 KiB]
HiDef png [232 KiB]
Thumbnail [190 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [232 KiB]
Thumbnail [190 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [243 KiB]
Thumbnail [192 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [243 KiB]
Thumbnail [192 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [295 KiB]
Thumbnail [211 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [295 KiB]
Thumbnail [211 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [291 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [291 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [284 KiB]
Thumbnail [207 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [284 KiB]
Thumbnail [207 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [254 KiB]
Thumbnail [193 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [254 KiB]
Thumbnail [193 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [251 KiB]
Thumbnail [201 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [251 KiB]
Thumbnail [201 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [259 KiB]
Thumbnail [209 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [259 KiB]
Thumbnail [209 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2011-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012a) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [19 KiB]
HiDef png [244 KiB]
Thumbnail [188 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [244 KiB]
Thumbnail [188 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [242 KiB]
Thumbnail [190 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [242 KiB]
Thumbnail [190 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [289 KiB]
Thumbnail [210 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [289 KiB]
Thumbnail [210 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [287 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [287 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [284 KiB]
Thumbnail [209 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [284 KiB]
Thumbnail [209 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [216 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [216 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [197 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [197 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [243 KiB]
Thumbnail [188 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [243 KiB]
Thumbnail [188 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012a-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012b) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [20 KiB]
HiDef png [243 KiB]
Thumbnail [194 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [243 KiB]
Thumbnail [194 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [242 KiB]
Thumbnail [191 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [242 KiB]
Thumbnail [191 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [287 KiB]
Thumbnail [214 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [287 KiB]
Thumbnail [214 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [279 KiB]
Thumbnail [212 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [279 KiB]
Thumbnail [212 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSKpiLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [293 KiB]
Thumbnail [218 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [293 KiB]
Thumbnail [218 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [287 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [287 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpiKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [249 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [244 KiB]
Thumbnail [191 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [244 KiB]
Thumbnail [191 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Loose-KSpipiLL_2012b-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2011) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [18 KiB]
HiDef png [218 KiB]
Thumbnail [172 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [18 KiB]
HiDef png [218 KiB]
Thumbnail [172 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [214 KiB]
Thumbnail [172 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [214 KiB]
Thumbnail [172 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [287 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [287 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [276 KiB]
Thumbnail [214 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [276 KiB]
Thumbnail [214 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [288 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [288 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [216 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [281 KiB]
Thumbnail [216 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [264 KiB]
Thumbnail [208 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [264 KiB]
Thumbnail [208 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [254 KiB]
Thumbnail [204 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [254 KiB]
Thumbnail [204 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2011-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012a) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [19 KiB]
HiDef png [238 KiB]
Thumbnail [187 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [238 KiB]
Thumbnail [187 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [232 KiB]
Thumbnail [183 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [232 KiB]
Thumbnail [183 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [215 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [283 KiB]
Thumbnail [222 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [283 KiB]
Thumbnail [222 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [286 KiB]
Thumbnail [211 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [286 KiB]
Thumbnail [211 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [283 KiB]
Thumbnail [222 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [283 KiB]
Thumbnail [222 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [258 KiB]
Thumbnail [206 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [258 KiB]
Thumbnail [206 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [249 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [249 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012a-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012b) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [19 KiB]
HiDef png [244 KiB]
Thumbnail [195 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [244 KiB]
Thumbnail [195 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [224 KiB]
Thumbnail [171 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [224 KiB]
Thumbnail [171 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [289 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [289 KiB]
Thumbnail [219 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [273 KiB]
Thumbnail [208 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [273 KiB]
Thumbnail [208 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [291 KiB]
Thumbnail [220 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [284 KiB]
Thumbnail [214 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [284 KiB]
Thumbnail [214 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [267 KiB]
Thumbnail [212 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [267 KiB]
Thumbnail [212 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [249 KiB]
Thumbnail [198 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [249 KiB]
Thumbnail [198 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiDD_2012b-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2011) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [17 KiB]
HiDef png [195 KiB]
Thumbnail [156 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [17 KiB]
HiDef png [195 KiB]
Thumbnail [156 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [197 KiB]
Thumbnail [163 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [197 KiB]
Thumbnail [163 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [278 KiB]
Thumbnail [201 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [278 KiB]
Thumbnail [201 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [265 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [265 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [268 KiB]
Thumbnail [195 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [268 KiB]
Thumbnail [195 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [253 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [253 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [254 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [254 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2011-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [238 KiB]
Thumbnail [184 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2011-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [238 KiB]
Thumbnail [184 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2011-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012a) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [17 KiB]
HiDef png [191 KiB]
Thumbnail [149 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [17 KiB]
HiDef png [191 KiB]
Thumbnail [149 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [207 KiB]
Thumbnail [168 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [207 KiB]
Thumbnail [168 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [284 KiB]
Thumbnail [204 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [284 KiB]
Thumbnail [204 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [291 KiB]
Thumbnail [223 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [291 KiB]
Thumbnail [223 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [276 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [276 KiB]
Thumbnail [203 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [284 KiB]
Thumbnail [227 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [284 KiB]
Thumbnail [227 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [249 KiB]
Thumbnail [192 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [249 KiB]
Thumbnail [192 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012a-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [236 KiB]
Thumbnail [194 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012a-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [236 KiB]
Thumbnail [194 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012a-Standard-DoubleCB-NoPull.pdf

Results of the simultaneous fit to data (downstream, 2012b) with the BDT optimisation corresponding to the favoured decay modes. The modes $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ are shown from top to bottom. The left-hand side plots show the results with a logarithmic scale and the right-hand side with a linear scale. Legend is similar to that of plots shown in Fig. ???.

from51[..].pdf [17 KiB]
HiDef png [185 KiB]
Thumbnail [148 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [17 KiB]
HiDef png [185 KiB]
Thumbnail [148 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [192 KiB]
Thumbnail [158 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [192 KiB]
Thumbnail [158 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [277 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [277 KiB]
Thumbnail [200 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [259 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [259 KiB]
Thumbnail [199 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSKpiLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [19 KiB]
HiDef png [276 KiB]
Thumbnail [202 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [19 KiB]
HiDef png [276 KiB]
Thumbnail [202 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [267 KiB]
Thumbnail [207 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [267 KiB]
Thumbnail [207 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpiKLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [20 KiB]
HiDef png [252 KiB]
Thumbnail [198 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [20 KiB]
HiDef png [252 KiB]
Thumbnail [198 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012b-Standard-DoubleCB-NoPull_log.pdf
from51[..].pdf [21 KiB]
HiDef png [230 KiB]
Thumbnail [183 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012b-Standard-DoubleCB-NoPull.pdf
from51[..].pdf [21 KiB]
HiDef png [230 KiB]
Thumbnail [183 KiB]
*.C file
from5150-Louis-Polynomial-StrongPcut-Tight-KSpipiLL_2012b-Standard-DoubleCB-NoPull.pdf

Distribution of sPlot weights in data. The $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ K ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} K ^+ \pi ^- $ , $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ K ^- $ , and $ K ^0_{\mathrm{ \scriptscriptstyle S}} \pi ^+ \pi ^- $ final states are shown from top to bottom, with a $ B ^0$ parent on the left, and a $ B ^0_ s $ on the right. All data-taking periods and $ K ^0_{\mathrm{ \scriptscriptstyle S}}$ reconstruction categories are added.

Dalitz[..].pdf [19 KiB]
HiDef png [210 KiB]
Thumbnail [253 KiB]
*.C file
Dalitz-Bd2KSKK.pdf
Dalitz[..].pdf [19 KiB]
HiDef png [210 KiB]
Thumbnail [253 KiB]
*.C file
Dalitz-Bd2KSKK.pdf
Dalitz[..].pdf [18 KiB]
HiDef png [185 KiB]
Thumbnail [219 KiB]
*.C file
Dalitz-Bs2KSKK.pdf
Dalitz[..].pdf [18 KiB]
HiDef png [185 KiB]
Thumbnail [219 KiB]
*.C file
Dalitz-Bs2KSKK.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [205 KiB]
Thumbnail [245 KiB]
*.C file
Dalitz-Bd2KSKpi.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [205 KiB]
Thumbnail [245 KiB]
*.C file
Dalitz-Bd2KSKpi.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [227 KiB]
Thumbnail [285 KiB]
*.C file
Dalitz-Bs2KSKpi.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [227 KiB]
Thumbnail [285 KiB]
*.C file
Dalitz-Bs2KSKpi.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [217 KiB]
Thumbnail [271 KiB]
*.C file
Dalitz-Bd2KSpiK.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [217 KiB]
Thumbnail [271 KiB]
*.C file
Dalitz-Bd2KSpiK.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [227 KiB]
Thumbnail [282 KiB]
*.C file
Dalitz-Bs2KSpiK.pdf
Dalitz[..].pdf [21 KiB]
HiDef png [227 KiB]
Thumbnail [282 KiB]
*.C file
Dalitz-Bs2KSpiK.pdf
Dalitz[..].pdf [20 KiB]
HiDef png [233 KiB]
Thumbnail [293 KiB]
*.C file
Dalitz-Bd2KSpipi.pdf
Dalitz[..].pdf [20 KiB]
HiDef png [233 KiB]
Thumbnail [293 KiB]
*.C file
Dalitz-Bd2KSpipi.pdf
Dalitz[..].pdf [23 KiB]
HiDef png [226 KiB]
Thumbnail [288 KiB]
*.C file
Dalitz-Bs2KSpipi.pdf
Dalitz[..].pdf [23 KiB]
HiDef png [226 KiB]
Thumbnail [288 KiB]
*.C file
Dalitz-Bs2KSpipi.pdf

Animated gif made out of all figures.

PAPER-2017-010.gif
Thumbnail
thumbnail_PAPER-2017-010.gif

Tables and captions

Signal yields obtained from the simultaneous fit to the data. The yields are the sum of those obtained in the three data-taking periods when fitting the data sample selected using the BDT optimisation chosen for the given decay mode. The uncertainties are statistical only. The average selection efficiencies, described in Sec. 5, are also shown for each decay mode together with the corresponding total uncertainty due to the limited simulation sample size and systematic effects in their determination.

Table_1.pdf [60 KiB]
HiDef png [85 KiB]
Thumbnail [42 KiB]
tex code
Table_1.pdf

Summary of the systematic uncertainties on the ratio of branching fractions. A weighted average of the two $ K ^0_{\mathrm{ \scriptscriptstyle S}}$ reconstruction categories and three data-taking periods is performed. The values quoted for the individual contributions, which are illustrative of the hierarchy between sources of systematic uncertainty, each result from a weighted average in which the other systematic uncertainty contributions are disregarded. The total uncertainty is the weighted average including all contributions. All uncertainties are relative and are quoted as percentages.

Table_2.pdf [76 KiB]
HiDef png [55 KiB]
Thumbnail [26 KiB]
tex code
Table_2.pdf

Signal yields obtained for the 2011 category from the simultaneous fit to the data. The yields shown are those obtained when fitting the data sample selected using the BDT optimisation chosen for the given decay mode. The uncertainties are statistical only. The average selection efficiencies, described in Sec. ???, are also shown for each decay mode together with the corresponding total uncertainty due to the limited simulation sample size and systematic effects in their determination.

Table_3.pdf [60 KiB]
HiDef png [80 KiB]
Thumbnail [38 KiB]
tex code
Table_3.pdf

Signal yields obtained for the 2011 category from the simultaneous fit to the data. The yields shown are those obtained when fitting the data sample selected using the BDT optimisation chosen for the given decay mode. The uncertainties are statistical only. The average selection efficiencies, described in Sec. ???, are also shown for each decay mode together with the corresponding total uncertainty due to the limited simulation sample size and systematic effects in their determination.

Table_4.pdf [60 KiB]
HiDef png [78 KiB]
Thumbnail [37 KiB]
tex code
Table_4.pdf

Signal yields obtained for the 2011 category from the simultaneous fit to the data. The yields shown are those obtained when fitting the data sample selected using the BDT optimisation chosen for the given decay mode. The uncertainties are statistical only. The average selection efficiencies, described in Sec. ???, are also shown for each decay mode together with the corresponding total uncertainty due to the limited simulation sample size and systematic effects in their determination.

Table_5.pdf [61 KiB]
HiDef png [79 KiB]
Thumbnail [37 KiB]
tex code
Table_5.pdf

Systematic uncertainties on the ratios of branching fractions for downstream $ K ^0_{\mathrm{ \scriptscriptstyle S}}$ reconstruction. All uncertainties are relative and are quoted as percentages.

Table_6.pdf [78 KiB]
HiDef png [199 KiB]
Thumbnail [87 KiB]
tex code
Table_6.pdf

Systematic uncertainties on the ratios of branching fractions for long $ K ^0_{\mathrm{ \scriptscriptstyle S}}$ reconstruction. All uncertainties are relative and are quoted as percentages.

Table_7.pdf [78 KiB]
HiDef png [198 KiB]
Thumbnail [88 KiB]
tex code
Table_7.pdf

Created on 22 October 2019.