Latest revision as of 03:51, 20 November 2021

Info

Events around the thresholds of nnΛ and nnΣ
- Statistical significance when he changed the integral region.
Decay width
- The decay width (Γ/2) and the experimental response function may be treated
  by square root of square sum. However, generally the decay width is not based on a simple Gaus.
  Therefore, the simple square root of square sum does not seem to be a good assumption.
  → c.f.) In the case of Suzuki's analysis, Bright Wigner function was assumed for the decay width.
  In addition, the experimental response function was not the Gaus function, neither in the Suzuki's analysis.
Radiation tail
- It appears on the larger mass region.

@@ Line 9: / Line 9: @@
 ** Statistical significance when he changed the integral region.
 * Decay width
-** The decay width (&Gamma;/2) and the experimental response function may be treated<br> by square root of square sum. However, generally the decay width is not based on a simple Gaus. <br> Therefore, the simple square root of square sum seems to be not a good assumption. <br> &rarr; c.f.) In the case of Suzuki's analysis, Bright Wigner function was assumed.
+** The decay width (&Gamma;/2) and the experimental response function may be treated<br> by square root of square sum. However, generally the decay width is not based on a simple Gaus. <br> Therefore, the simple square root of square sum does not seem to be a good assumption. <br> &rarr; <font color="green">c.f.)</font> In the case of Suzuki's analysis, Bright Wigner function was assumed for the decay width.<br> In addition, the experimental response function was not the Gaus function, neither in the Suzuki's analysis.
+* Radiation tail
+** It appears on the larger mass region.
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