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High-resolution InterferometricDiag
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AcknowledgementsMy supervisor Ian W
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6 High-harmonic generation 1256.1 D
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List of acronymsADK Ammosov, Delone
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Definitions and symbolsAll Fourier
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1. INTRODUCTIONprofile in space as
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2 BackgroundThis dissertation prese
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2.1 Metrology, ultrashort pulses, a
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2.1 Metrology, ultrashort pulses, a
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2.2 Formal introduction to ultrasho
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2.2 Formal introduction to ultrasho
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2.2 Formal introduction to ultrasho
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2.2 Formal introduction to ultrasho
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2.2 Formal introduction to ultrasho
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.3 Introduction to ultrashort puls
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2.4 Extending ultrashort metrology
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2.4 Extending ultrashort metrology
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2.4 Extending ultrashort metrology
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2.4 Extending ultrashort metrology
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2.4 Extending ultrashort metrology
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3 Phase reconstruction algorithm fo
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3.1 Motivationration of information
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3.2 Quantitative noise analysis for
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3.3 Nature of the input datato give
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3.4 Sampling and uniqueness of solu
- Page 85 and 86: 3.5 Main algorithmfrom all the shea
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- Page 89 and 90: 3.5 Main algorithmfor j = 1,2,...,k
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- Page 105 and 106: 4 Experimental implementations of m
- Page 107 and 108: 4.1 Sequential acquisition of shear
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- Page 111 and 112: 4.2 Simultaneous acquisition of she
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- Page 117 and 118: 5 Compact Space-time SPIDERIn this
- Page 119 and 120: 5.2 Role of the measurement planetr
- Page 121 and 122: 5.3 Analysis of ST-SPIDERof design
- Page 123 and 124: 5.4 A common-path re-imaging ST-SPI
- Page 125 and 126: 5.4 A common-path re-imaging ST-SPI
- Page 127 and 128: 5.4 A common-path re-imaging ST-SPI
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- Page 131 and 132: 5.5 Experimental exampleRomero [295
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- Page 141 and 142: 6.2 Theory of the single-atom respo
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- Page 157 and 158: 6.3 Theory of the macroscopic respo
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- Page 167 and 168: 7 Lateral shearing interferometry f
- Page 169 and 170: 7.1 Motivationssitive to the spatio
- Page 171 and 172: 7.2 Theory of the methodFocusingopt
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- Page 175 and 176: 7.2 Theory of the methodwhere η k
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- Page 179 and 180: 7.4 Data processing200x (µm)00.10.
- Page 181 and 182: 7.4 Data processingDivergence (mrad
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7.6 Physical interpretation0.125, -
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7.6 Physical interpretation4025202r
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7.6 Physical interpretation0.525kT
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7.6 Physical interpretation0.525kT
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7.7 Summary and outlook0.10.0525500
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8 Quantum-path interferometry in hi
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8.2 Related workgeneral technique f
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8.3 Action-shift induced by a weak
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8.3 Action-shift induced by a weak
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8.4 Example8.4.1 Monochromatic driv
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8.4 Example (t ) (a.u.)0.20−0.2(a
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8.5 Limitation of the perturbative
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8.5 Limitation of the perturbative
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8.5 Limitation of the perturbative
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8.5 Limitation of the perturbative
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8.6 Simulated experiment20.1(a)50.1
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8.7 Fourier transform issuesαI0(a)
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8.8 Extraction of orbit amplitudes
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8.8 Extraction of orbit amplitudes
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8.9 Summary and outlook1001800.8Har
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8.9 Summary and outlookFor the phas
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9. SUMMARY AND OUTLOOKplementations
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ANoise and uncertaintyThis appendix
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A.2 Estimation of the filtered nois
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BSimulation codes for high-harmonic
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B.4 Propagation modelamount to prev
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REFERENCES[34] Fontaine, J., Dietel
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REFERENCES[95] Kovács, A., Osvay,
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REFERENCES23, 1046 (1998). 39[162]
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REFERENCESFrancis (1990). 51[220] B
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REFERENCES[284] Dorrer, C. & Walmsl
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REFERENCES[340] Drescher, M., Hents
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REFERENCES[388] Wood, W. M., Siders
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REFERENCES1547 (1993). 215[436] Dan