A Mathematica based Version of the CKMfitter Package

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74 Appendix E. User Guide scanMin The minimal end point in the parameter space is set with scanMin. It is only a number for 1D scans or a point for 2D scans. Syntax: scanMin → Point Example: scanMin → 0.3 for 1D scans Example: scanMin → { -1.0 , -1.5} for the large (¯ρ,¯η) plane Example: scanMin → { -0.4 , 0.0} for the small (¯ρ,¯η) plane scanMax In analogy to scanMin, scanMax defines the maximal end point in the parameter space. Syntax: scanMax → Point Example: scanMax → 0.6 for 1D scans Example: scanMax → { +2.0 , +1.5} for the large (¯ρ,¯η) plane Example: scanMax → { +1.0 , +0.7} for the small (¯ρ,¯η) plane useOneDof This option sets the degree of freedom of the fit problem. If it is equal to one, this option is “True”, otherwise it is set to “False”. Syntax: useOneDof → Logical Example: useOneDof → False granularity The scan granularity is specified with this option. Syntax: granularity → Integer Example: granularity → 300 nbOfScans The scan path in the parameter space is set with nbOfScans, which can be also referred to how often a point is scanned. Only the values “1”, “2”, “4” are defined. Syntax: nbOfScans → Integer Example: nbOfScans → 2
E.2. Datacards 75 nbOfFits The number of fits (minimizations) per single scan point in the parameter space is set with this flag. It should be a positive number. Syntax: nbOfFits → Integer Example: nbOfFits → 2 scanDirection This option defines the scan direction in the parameter space. The possible settings are ”vertical”, ”horizontal” or ”both”. Syntax: scanDirection → String Example: scanDirection → ”both” outputType The analysis notebook exports data files and plots. An output type is chosen by its file extension. For plots, also the image size can be specified. Syntax: outputType → { ”extansion”, {”extansion”, ImageSize → Integer} } Example: outputType → { ”.dat”, ”.eps”, {”.png”, ImageSize → 800} } verbose Detailed information during the fit can be obtained with setting this option as “True”. Syntax: verbose → Logical Example: verbose → True
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A Mathematica based Version of the
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Kurzfassung Das CKMfitter Software-
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vi CONTENTS 6 New Physics Beyond th
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viii LIST OF FIGURES B.6 Constraint
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x LIST OF TABLES
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2 Chapter 1. Introduction Unfortuna
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4 Chapter 2. Theory the bosons of t
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6 Chapter 2. Theory VCKM is a compl
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8 Chapter 2. Theory 2.4 Neutral Mes
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10 Chapter 2. Theory b u,c,t d 0 B
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12 Chapter 2. Theory CP violation i
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14 Chapter 3. CKMfitter The quantit
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16 Chapter 3. CKMfitter
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18 Chapter 4. A Mathematica based V
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Page 34 and 35: 24 Chapter 4. A Mathematica based V
Page 40 and 41: 30 Chapter 5. Probing the Standard
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Page 68 and 69: 58 Chapter 7. Conclusions and Persp
Page 70 and 71: 60 Appendix A. The Inami-Lim Functi
Page 72 and 73: 62 Appendix B. Additional Figures o
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Page 76 and 77: 66 Appendix C. Testjob } globalMinS
Page 78 and 79: 68 Appendix D. Source Code else k =
Page 80 and 81: 70 Appendix D. Source Code do i = 1
Page 82 and 83: 72 Appendix E. User Guide E.2 Datac
Page 86 and 87: 76 Appendix E. User Guide E.3 Input
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Page 108 and 109: 98 BIBLIOGRAPHY [12] L. Wolfenstein
Page 110 and 111: 100 BIBLIOGRAPHY [43] A. G. Akeroyd
Page 112 and 113: 102 BIBLIOGRAPHY [74] T. Inami and
Page 115: Erklärung Hiermit versichere ich,
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A Mathematica based Version of the CKMfitter Package

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