Monte Carlo samples for the double Higgs fit

  • The numbers of produced events were last updated on 28/03/2017 at 13:00

Templates at 3 TeV

Number ProdID g_HHH / g_HHH(SM) g_HHWW / g_HHWW(SM) Events planned Events produced σ [fb] Comments
1 7067 0.4 0.85 20000 22000 1.64  
2 7069 0.4 0.9 20000 21900 1.37  
3 7071 0.4 0.95 20000 21900 1.13  
4 7073 0.4 1.0 20000 21900 0.942  
5 7075 0.4 1.05 20000 21900 0.790  
6 7077 0.4 1.1 20000 22000 0.675  
7 7079 0.4 1.15 20000 21900 0.604  
8 7081 0.6 0.85 20000 21800 1.44  
9 7083 0.6 0.9 20000 21900 1.18  
10 7085 0.6 0.95 20000 21500 0.970  
11 7087 0.6 1.0 20000 21700 0.798  
12 7089 0.6 1.05 20000 21800 0.667  
13 7091 0.6 1.1 20000 22000 0.574  
14 7093 0.6 1.15 20000 21400 0.523  
15 7095 0.8 0.85 20000 21600 1.26  
16 7097 0.8 0.9 20000 21700 1.02  
17 7099 0.8 0.95 20000 22000 0.832  
18 7101 0.8 1.0 20000 21800 0.680  
19 7103 0.8 1.05 20000 21600 0.569  
20 7105 0.8 1.1 20000 21700 0.498  
21 7107 0.8 1.15 20000 21200 0.469  
22 7109 1.0 0.85 20000 21500 1.10  
23 7111 1.0 0.9 20000 21000 0.891  
24 7113 1.0 0.95 20000 21500 0.718  
25 7115 1.0 1.0 20000 21600 0.589 SM prediction, identical to 6025
26 7117 1.0 1.05 20000 22000 0.497  
27 7119 1.0 1.1 20000 22000 0.447  
28 7121 1.0 1.15 20000 22000 0.440  
29 7123 1.2 0.85 20000 22000 0.976  
30 7125 1.2 0.9 20000 22000 0.782  
31 7127 1.2 0.95 20000 21800 0.630  
32 7129 1.2 1.0 20000 22000 0.521  
33 7131 1.2 1.05 20000 21900 0.450  
34 7133 1.2 1.1 20000 21800 0.422  
35 7135 1.2 1.15 20000 22000 0.432  
36 7137 1.4 0.85 20000 21800 0.870  
37 7139 1.4 0.9 20000 21900 0.698  
38 7141 1.4 0.95 20000 21700 0.567  
39 7143 1.4 1.0 20000 21800 0.479  
40 7145 1.4 1.05 20000 21900 0.430  
41 7147 1.4 1.1 20000 21900 0.422  
42 7149 1.4 1.15 20000 21800 0.452  
43 7151 1.6 0.85 20000 20800 0.789  
44 7153 1.6 0.9 20000 21300 0.640  
45 7155 1.6 0.95 20000 21300 0.531  
46 7157 1.6 1.0 20000 21700 0.464  
47 7159 1.6 1.05 20000 21200 0.434  
48 7161 1.6 1.1 20000 21500 0.444  
49 7163 1.6 1.15 20000 21600 0.496  
50 7167 0.2 0.6 20000 22000 3.95  
51 7169 0.2 0.8 20000 22000 2.21  
52 7171 0.2 1.0 20000 22000 1.11  
53 7173 0.2 1.2 20000 22000 0.662  
54 7175 0.2 1.4 20000 21000 0.866  
55 7177 1.0 0.6 20000 21000 2.78  
56 7179 1.0 0.8 20000 22000 1.36  
57 7181 1.0 1.0 20000 21800 0.589 SM prediction, identical to 6025
58 7183 1.0 1.2 20000 21800 0.471  
59 7185 1.0 1.4 20000 21800 1.01  
60 7187 1.8 0.6 20000 21800 2.00  
61 7189 1.8 0.8 20000 21800 0.908  
62 7191 1.8 1.0 20000 21900 0.470  
63 7193 1.8 1.2 20000 22000 0.681  
64 7195 1.8 1.4 20000 22000 1.56  
65 7197 2.6 0.6 20000 21800 1.62  
66 7199 2.6 0.8 20000 22000 0.857  
67 7201 2.6 1.0 20000 21900 0.753  
68 7203 2.6 1.2 20000 21900 1.30  
69 7205 2.6 1.4 20000 22000 2.50  
90 7542 1.8 0.85 20000 21900 0.738  
91 7544 1.8 0.9 20000 21900 0.609  
92 7546 1.8 0.95 20000 21900 0.518  
93 7548 1.8 1.0 20000 22000 0.470 identical to 7191
94 7550 2.0 0.85 20000 21800 0.708  
95 7552 2.0 0.9 20000 22000 0.599  
96 7554 2.0 0.95 20000 22000 0.530  
97 7556 2.0 1.0 20000 22000 0.503  
98 7558 2.2 0.85 20000 22000 0.704  
99 7560 2.2 0.9 20000 22000 0.615  
100 7562 2.2 0.95 20000 22000 0.568  
101 7564 2.2 1.0 20000 22000 0.561  
102 7566 2.4 0.85 20000 21900 0.725  
103 7568 2.4 0.9 20000 22000 0.658  
104 7570 2.4 0.95 20000 22000 0.631  
105 7572 2.4 1.0 20000 22000 0.645  
106 7574 2.6 0.85 20000 22000 0.770  
107 7576 2.6 0.9 20000 21900 0.724  
108 7578 2.6 0.95 20000 22000 0.719  
109 7580 2.6 1.0 20000 22000 0.753 identical to 7201
110 7640 0.3 0.825 20000 21900 1.91  
111 7642 0.3 0.875 20000 22000 1.61  
112 7644 0.3 0.925 20000 21600 1.34  
113 7646 0.3 0.975 20000 21600 1.12  
114 7648 0.3 1.025 20000 22000 0.936  
115 7650 0.3 1.075 20000 22000 0.792  
116 7652 0.3 1.125 20000 21800 0.689  
117 7654 0.3 1.175 20000 22000 0.631  
118 7656 0.5 0.825 20000 21900 1.68  
119 7658 0.5 0.875 20000 22000 1.40  
120 7660 0.5 0.925 20000 22000 1.15  
121 7662 0.5 0.975 20000 22000 0.953  
122 7664 0.5 1.025 20000 21900 0.789  
123 7666 0.5 1.075 20000 22000 0.668  
124 7668 0.5 1.125 20000 22000 0.585  
125 7670 0.5 1.175 20000 22000 0.546  
126 7672 0.7 0.825 20000 22000 1.48  
127 7674 0.7 0.875 20000 22000 1.22  
128 7676 0.7 0.925 20000 22000 0.995  
129 7678 0.7 0.975 20000 22000 0.812  
130 7680 0.7 1.025 20000 22000 0.670  
131 7682 0.7 1.075 20000 21900 0.568  
132 7684 0.7 1.125 20000 22000 0.508  
133 7686 0.7 1.175 20000 22000 0.489  
134 7688 0.9 0.825 20000 22000 1.31  
135 7690 0.9 0.875 20000 22000 1.06  
136 7692 0.9 0.925 20000 21900 0.858  
137 7694 0.9 0.975 20000 22000 0.696  
138 7696 0.9 1.025 20000 22000 0.576  
139 7698 0.9 1.075 20000 22000 0.494  
140 7700 0.9 1.125 20000 22000 0.455  
141 7702 0.9 1.175 20000 22000 0.457  
142 7704 1.1 0.825 20000 22000 1.15  
143 7706 1.1 0.875 20000 22000 0.931  
144 7708 1.1 0.925 20000 22000 0.748  
145 7710 1.1 0.975 20000 21900 0.605  
146 7712 1.1 1.025 20000 22000 0.506  
147 7714 1.1 1.075 20000 22000 0.446  
148 7716 1.1 1.125 20000 22000 0.427  
149 7718 1.1 1.175 20000 22000 0.449  
150 7720 1.3 0.825 20000 22000 1.03  
151 7722 1.3 0.875 20000 22000 0.825  
152 7724 1.3 0.925 20000 22000 0.663  
153 7726 1.3 0.975 20000 22000 0.541  
154 7728 1.3 1.025 20000 22000 0.462  
155 7730 1.3 1.075 20000 22000 0.423  
156 7732 1.3 1.125 20000 22000 0.424  
157 7734 1.3 1.175 20000 21900 0.465  
158 7736 1.5 0.825 20000 22000 0.922  
159 7738 1.5 0.875 20000 22000 0.742  
160 7740 1.5 0.925 20000 22000 0.601  
161 7742 1.5 0.975 20000 22000 0.501  
162 7744 1.5 1.025 20000 22000 0.443  
163 7746 1.5 1.075 20000 22000 0.426  
164 7748 1.5 1.125 20000 22000 0.445  
165 7750 1.5 1.175 20000 22000 0.507  
166 7752 1.7 0.825 20000 22000 0.846  
167 7754 1.7 0.875 20000 22000 0.686  
168 7756 1.7 0.925 20000 22000 0.566  
169 7758 1.7 0.975 20000 22000 0.488  
170 7760 1.7 1.025 20000 22000 0.449  
171 7762 1.7 1.075 20000 22000 0.450  
172 7764 1.7 1.125 20000 21900 0.492  
173 7766 1.7 1.175 20000 22000 0.574  
174 8066 0.95 0.975 20000 22000 0.671  
175 8068 0.95 1.0 20000 22000 0.609  
176 8070 0.95 1.025 20000 22000 0.556  
177 8072 1.0 0.975 20000 22000 0.648  
178 8074 1.0 1.0 20000 21900 0.589 SM prediction, identical to 6025
179 8076 1.0 1.025 20000 22000 0.537  
180 8078 1.05 0.975 20000 22000 0.628  
181 8080 1.05 1.0 20000 22000 0.570  
182 8082 1.05 1.025 20000 22000 0.520  
183 8173 0.5 1.0 20000 22000 0.865 NEW
184 8175 0.55 1.0 20000 22000 0.830 NEW
185 8177 0.6 1.0 20000 21900 0.798 identical to 7087 NEW
186 8179 0.65 1.0 20000 22000 0.768 NEW
187 8181 0.7 1.0 20000 22000 0.737 NEW
188 8183 0.75 1.0 20000 22000 0.707 NEW
189 8185 0.8 1.0 20000 22000 0.680 identical to 7101 NEW
190 8187 0.85 1.0 20000 21900 0.655 NEW
191 8189 0.9 1.0 20000 22000 0.631 NEW
192 8191 0.95 1.0 20000 21900 0.609 identical to 8068 NEW
193 8193 1.0 1.0 20000 22000 0.589 SM prediction, identical to 6025 NEW
194 8195 1.05 1.0 20000 21900 0.570 identical to 8080 NEW
195 8197 1.1 1.0 20000 22000 0.551 NEW
196 8199 1.15 1.0 20000 22000 0.535 NEW
197 8201 1.2 1.0 20000 22000 0.521 identical to 7129 NEW
198 8203 1.25 1.0 20000 21700 0.508 NEW
199 8205 1.3 1.0 20000 22000 0.496 NEW
200 8207 1.35 1.0 20000 22000 0.488 NEW
201 8209 1.4 1.0 20000 22000 0.479 identical to 7143 NEW
202 8211 1.45 1.0 20000 22000 0.473 NEW
203 8213 1.5 1.0 20000 21900 0.467 NEW
Edit | Attach | Watch | Print version | History: r25 < r24 < r23 < r22 < r21 | Backlinks | Raw View | WYSIWYG | More topic actions
Topic revision: r25 - 2017-06-22 - PhilippRoloff
 
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