1. Gorthi SS, Rastogi P (2010) Fringe projection techniques: whitherwe are? Opt Lasers Eng 48:133–1402. Zhang S, Yau S-T (2007) Generic nonsinusoidal phase errorcorrection for three-dimensional shape measurement using adigital video projector. Appl Opt 46:36–433. Pan B, Kemao Q, Huang L et al (2009) Phase error analysis andcompensation for nonsinusoidal waveforms in phase-shiftingdigital fringe projection profilometry. Opt Lett 34:416–4184. Guo H, He H, Chen M (2004) Gamma correction for digitalfringe projection profilometry. Appl Opt 43:2906–29145. Hoang T, Pan B, Nguyen D et al (2010) Generic gamma correctionfor accuracy enhancement in fringe-projection profilometry.Opt Lett 35:1992–19946. Liu K, Wang Y, Lau DL et al (2010) Gamma model and itsanalysis for phase measuring profilometry. J Opt Soc Am A27:553–5627. Huang PS, Zhang C, Chiang F-P (2003) High-speed 3-D shapemeasurement based on digital fringe projection. Opt Eng 42:163–1688. Zuo C, Chen Q, Gu G et al (2013) High-speed three-dimensionalshape measurement for dynamic scenes using bi-frequency tripolarpulse-width-modulation fringe projection. Opt Lasers Eng51:953–9609. Kokes J, Nghien NB (2011) Using constrained cubic splineinstead of natural cubic spline to eliminate overshoot andundershoot in HTT. Ann Fac Eng Hunedoara-Int J Eng 9:23–2810. Zhang X, Zhu L, Li Y et al (2012) Generic nonsinusoidal fringemodel and gamma calibration in phase measuring profilometry.J Opt Soc Am A 29:1047–105811. Zhang S (2009) Phase unwrapping error reduction framework fora multiple-wavelength phase-shifting algorithm. Opt Eng 48:105601–105601-812. Li Z, Li Y (2011) Gamma-distorted fringe image modeling andaccurate gamma correction for fast phase measuring profilometry.Opt Lett 36:154–156