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Journal Article

  1. [SIXO-18]“MOROZOV PRINCIPLE FOR KULLBACK-LEIBLER RESIDUAL TERM AND POISSON NOISE”, Inverse Problems in Imaging, vol. 12, 2018.
  2. [MORY-18A]“Comparison of five one-step reconstruction algorithms for spectral CT”, Physics in Medicine and Biology, 2018.
    http://www.creatis.insa-lyon.fr/~srit/biblio/mory2018a.pdf
  3. [SIXO-18b]“Contrast enhanced tomographic reconstruction of vasular blood flow with first order and second order adjoint methods”, Journal of Inverse and Ill-posed Problems, 2018.
  4. [SIXO-17]“ Vascular blood flow reconstruction with contrast-enhanced computerized tomography”, Inverse Problems in Science and Engineering, vol. 26, 2017.
  5. [DUCR-17b]“Regularization of nonlinear decomposition of spectral x-ray projection images.”, Med Phys, vol. 44, pp. e174-e187, 2017.
    https://hal-hcl.archives-ouvertes.fr/hal-01391538/document
  6. [HOHW-17b]“Spectral CT Material Decomposition in the Presence of Poisson Noise: A Kullback-Leibler Approach”, IRBM, 2017.
    https://hal.archives-ouvertes.fr/hal-01557367/document
  7. [WANG-16b]“Binary tomography reconstruction from few projections with Total Variation regularization for bone microstructure studies ”, Journal of X-ray Science and Technology, vol. 24, 2016.
    http://www.creatis.insa-lyon.fr/~srit/biblio/wang2016c.pdf
  8. [SIXO-16b]“Deterministic versus stochastic level-set regularization in nonlinear phase tomography”, Inverse Problems in Science and Engineering, 2016.
  9. [SIXO-16]B. Sixou, Wang, L., Rit, S., and Peyrin, F., “Binary Tomography Reconstruction with Stochastic Diffusion Based on Level-set and Total Variation Regularization”, International Journal of Tomography and Simulation, vol. 29, pp. 1 – 26, 2016.
    https://www.creatis.insa-lyon.fr/~srit/biblio/sixou2016.pdf
  10. [WANG-16]L. Wang, Sixou, B., Rit, S., and Peyrin, F., “Binary tomography reconstruction from few projections with level-set regularization methods for bone microstucture study”, International Journal of tomography and simulation, vol. 29, pp. 1 - 17, 2016.
    https://www.creatis.insa-lyon.fr/~srit/biblio/wang2016.pdf
  11. [WANG-15]L.Wang, Sixou, B., and Peyrin, F., “Binary tomography reconstruction with stochastic level-set method”, Signal Processing Letters, vol. 22, 2015.
  12. [TOMA-15]“Iterative choice of the optimal regularization parameter in TV image restoration”, Inverse Problems and Imaging, vol. 9, pp. 1171-1179, 2015.
  13. [SIXO-15]“Regularization methods for phase retrieval and phase contrast tomography”, Abstract and Applied Analysis, 2015.
  14. [SIXO-14]B. Sixou, “Reconstruction of the complex refractive index in nonlinear phase tomography”, Inverse Problems in Science and Engineering, 2014.
  15. [DAVI-14]V.Davidioiu, Sixou, B., M.Langer,, and Peyrin, F., “Non linear phase tomography based on Frechet derivative”, Advances in Computerized tomography, vol. 3, pp. 39-50, 2014.
  16. [DAVI-14]“Non-Linear Phase Tomography Based on Fréchet Derivative”, Advances in Computed Tomography, vol. 3, pp. 39-50, 2014.
  17. [DAVI-13b]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “In-line phase tomography using nonlinear phase retrieval”, Annals of the University of Bucharest (mathematical series), vol. 4 (LXII) , p. 115--122, 2013.
    http://fmi.unibuc.ro/ro/anale/matematica/1_2013/davidoiu_sixou_langer_peyrin.pdf
  18. [SIXO-13a]B. Sixou, Davidoiu, V., Langer, M., and Peyrin, F., “ABSORPTION AND PHASE RETRIEVAL WITH TIKHONOV AND JOINT SPARSITY REGULARIZATIONS”, Inverse Problems and Imaging (IPI), vol. 7, pp. 267-282, 2013.
    http://www.aimsciences.org/journals/pdfs.jsp?paperID=8312&mode=full
  19. [DAVI-13a]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “Nonlinear approaches for the single-distance phase retrieval problem involving regularizations with sparsity constraints”, Applied Optics, vol. 52, pp. 3977-3986, 2013.
  20. [DAVI-12d]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “Nonlinear phase retrieval using projection operator and iterative wavelet thresholding”, IEEE Signal Processing Letters, vol. 19, pp. 579-582, 2012.
    http://ieeexplore.ieee.org/xpl/login.jsp?tp=&arnumber=6232439&url=http%3A%2F%2Fieeexplore.ieee.org%2Fiel5%2F97%2F6237430%2F06232439.pdf%3Farnumber%3D6232439
  21. [DAVI-11a]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “Non-linear iterative phase retrieval based on Frechet derivative”, Optics EXPRESS, vol. 19, pp. 22809–22819, 2011.
    http://www.opticsinfobase.org/view_article.cfm?gotourl=http%3A%2F%2Fwww%2Eopticsinfobase%2Eorg%2FDirectPDFAccess%2FD7665F7E-D5F2-B852-316AD648B91D3C9B_223996%2Foe-19-23-22809%2Epdf%3Fda%3D1%26id%3D223996%26seq%3D0%26mobile%3Dno&org=
  22. [44268]M.Hernandez, Sixou, B., J.Duchet,, and H.Sautereau, “The effects of the dispersion state on PMMA-epoxy clay ternary blends. In situ study and final morphologies”, Polymer, vol. 48, p. 4075, 2007.
  23. [VERM-2007]A.Vermogen, K.Masenelli-Varlot,, G.Vigier,, Sixou, B., G.Thollet,, and J.Duchet-Rumeau, “Clay dispersion and aspect ratios in polymer clay nanocomposites ”, Journal of Nanoscience and technology, vol. 7, 2007.
  24. [SIXO-2007]B. Sixou, “Molecular dynamics simulation of the first stages of the cavitation process in amorphous polymers”, Molecular Simulation, vol. 33, p. 9365, 2007.
  25. [44272]K. E. Jebawi, Sixou, B., R.Seguela,, and G.Vigier, “Hot compaction of polyoxymethylene. Structural characterization”, Journal of Applied Polymer Science, vol. 106, 2007.
  26. [44280]J.Cazenave, Sixou, B., and R.Seguela, “Stuctural approaches of polyethylene. Environmental stress crack resistance”, Oil and Gas Science Technology FP, vol. 61, 2006.
  27. [44279]K. E. Jebawi, Sixou, B., R.Seguela,, and G.Vigier, “Hot compaction of polyoxymethylene. Processing and mechanical evaluation characterization”, Journal of Applied Polymer Science, vol. 102, p. 1274, 2006.
  28. [MUNC-2006]E.Munch, J.M.Pelletier,, Sixou, B., and G.Vigier, “Characterization of the drastic increase in molecular mobility of deformed amorphous polymers ”, Physical Review Letters , vol. 97, 2006.
  29. [44270]E.Munch, J.M.Pelletier,, Sixou, B., and G.Vigier, “Molecular mobility of cross linked elastomers stretched above Tg”, Polymer, vol. 47, 2006.
  30. [MENI-2005]C.Menissez, Sixou, B., L.David,, and G.Vigier, “Dielectric and mechanical relaxations in poly(butyl methacrylate) isomers”, Journal of Non-Crystalline Solids, vol. 351, pp. 595-603, 2005.
  31. [44282]B. Sixou and C.Menissez, “Molecular mobility in poly(butyl methacrylate) and poly(methyl methacrylate)”, Molecular Simulation, vol. 30, p. 2004, 2004.
  32. [44283]C.Menissez, Sixou, B., and B.Frick, “Neutron scattering study of poly(butyl methacrylate) isomers”, Physica B, Condensed Matter, vol. 350, pp. 1095-1098, 2003.
  33. [44284]C.Menissez, Sixou, B., L.David,, and G.Vigier, “Molecular dynamics study of the mobility in poly(butyl methacrylate) isomers”, Molecular Physics, vol. 100, p. 3273, 2002.
  34. [SIXO-2001]B. Sixou, L.David,, M.M.Margulies,, J.Y.Cavaille,, and G.Vigier, “Condensed state molecular dynamics in sorbitol and maltitol:mobility gradients and conformation transitions”, Molecular Simulation, vol. 27, p. 243, 2001.
  35. [44288]B. Sixou, A.Faivre,, L.David,, and G.Vigier, “Intermolecular and intramolecular contributions to the relaxation process in sorbitol and maltitol”, Molecular Physics, vol. 99, p. 1845, 2001.
  36. [44286]L.Vignoud, L.David,, Sixou, B., G.Vigier,, and I.Stevenson, “Effect of electron irradiation on the mechanical properties of DGEBA/DDM epoxy resins”, Nuclear Instruments and Methods in Physics Research B, 2001.
  37. [44285]L.Vignoud, L.David,, Sixou, B., and G.Vigier, “Influence of electron irradiation on the mobility and on the mechanical properties of DGEBA/TETA epoxy resins”, Polymer, vol. 42, 2001.
  38. [44289]M.M.Margulies, Sixou, B., L.David,, G.Vigier,, and R.Dolmazon, “Molecular mobility of sorbitol and maltitol A C13 NMR and molecular dynamics approach”, European Physical Journal E3, vol. 55, 2000.
  39. [44292]B.Pepin-Donat, Sixou, B., Geyer, A. D., A.Viallat,, and Win, L. W. F., “Gels of poly(n-octyl-3-tiophene) totalement conjugués: étude de la cristallinité”, J.Chim.Phys, vol. 10, p. 104, 1998.
  40. [44291]B. Sixou and J.P.Travers, “Simulation of the temperature dependence of the DC conductivity in granula systems with the effective medium theory”, Journal of Physics C, Condensed Matter, vol. 10, p. 593, 1998.
  41. [44296]B. Sixou, B.Pepin-Donat,, and M.Nechtschein, “The routes towards the 3D dimensionnal conducting polymers: transport of fully conjugated gels of poly(3-n-octylthiophene)”, Polymer, vol. 38, p. 1581, 1997.
  42. [SIXO-1997]B. Sixou, C.Barthet,, M.Guglielmi,, and J.P.Travers, “Electronic conduction in some polyaniline blends:a relationahip to morphology and protonation level”, Physical Review B, vol. 56, p. 4604, 1997.
  43. [44293]B.Pepin-Donat, A.Viallat,, E.Rebourt,, M.Nechschein,, and Sixou, B., “Gels of poly(n-octyl-3-tiophene):influence of the connectivity on the properties”, Synthetic Metals, vol. 84, p. 217, 1997.
  44. [SIXO-97]B. Sixou, M.Vautrin,, A.J.Attias,, and J.P.Travers, “Conductivity evolution of polypyrrole thin films with aging ”, Synthetic Metals, vol. 84, p. 703, 1997.
  45. [SIXO-96]B. Sixou, N.Mermilliod,, and J.P.Travers, “Aging effects on the transport properties in a conducting polymer polypyrrole”, Physical Review B, vol. 53, p. 4509, 1996.
  46. [44295]N.Mermilliod, Sixou, B., and J.P.Travers, “Temperature and aging time dependence of the conductivity in a conducting polymer:a unified picture”, Europhysics Letters, vol. 30, p. 157, 1995.
  47. [44298]B. Sixou, A.Rouzaud,, and J.J.Favier, “Growth kinetics in ultra-pure bismuth using a thermoelectric method for interface temperature measurements”, Journal of Crystal Growth, vol. 137, p. 605, 1994.

Conference Paper

  1. [HOHW-18b]“An ADMM Algorithm for Constrained Material Decomposition in Spectral CT”, in EUSIPCO, 2018.
  2. [[HOHW-18a]“A constrained Gauss-Newton algorithm for material decomposition in spectral computed tomography”, in Biomedical Imaging (ISBI 2018), 2018 IEEE 15th International Symposium on, 2018, pp. 336–339.
  3. [SIXO-17b]“Vascular blood flow reconstruction from tomographic projections with the ajoint method and receding optimal control strategy”, in NCMIP2017, 2017.
  4. [ABAS-17]“Nonlinear material decomposition for x-ray spectral imaging using a bregman iterative approach”, in Recherche en Imagerie et Technologies pour la Santé (RITS) 2017, 2017.
  5. [Li-2017]“Nonconvex mixed TV/Cahn-Hilliard functional for super-resolution/segmentation fo 3D trabecular bone images”, in ISBI, 2017.
  6. [HOHW-17c]“A Kullback-Leibler approach for 3D reconstruction of spectral CT data corrupted by Poisson noise”, in SPIE Optics + Photonics, San Diego, California. USA, 2017.
    https://hal.archives-ouvertes.fr/view/index/docid/1557381
  7. [Li-17b]“Estimation of the blurring kernel in experimental HR-pQCT images based on mutual information”, in European Signal Processing (EUSIPCO 2017), 2017.
  8. [SIXO-16c]“Contrast enhanced computerized tomography measurements of vascular blood flow”, in NCMIP, 2016, p. 756 (2016) 012003.
  9. [Li-2016]“Super-resolution/segmentation of 2D trabecular bone images by a Mumford-Shah approach and comparison to Total Variation”, in Eusipco, 2016.
  10. [DUCR-16]“Non-linear regularized decomposition of spectral x-ray projection images”, in Fourth international conference on image formation in X-ray computed tomography, 2016, pp. 49-52.
    http://www.creatis.insa-lyon.fr/~srit/biblio/ducros2016.pdf
  11. [MORY-16]“4D tomography: an application of incremental constraint projection methods for variational inequalities”, in Gretsi, Lyon, 2016.
  12. [SIXO-16d]“Multi-level tomography reconstructions with level-set and TV regulariization ”, in Eusipco, 2016.
  13. [SIXO-15b]“Stochastic level set evolution for non linear phase contrast tomography”, in NCMIP, 2015, p. 657 (2015) 012003.
  14. [WANG-2015b]“Filtered stochastic optimization for binary tomography”, in ISBI, 2015, pp. 1604-1607.
  15. [TOMA-14]“Total Variation super-resolution for 3D trabecular bone micro-structure segmentation”, in Eusipco, 2014, pp. 2220-2224.
  16. [SIXO-14a]B. Sixou, Wang, L., and Peyrin, F., “Stochastic diffusion equation with singular diffusivity and gradient-dependent noise in binary tomography ”, in New Computational Methods for Inverse Problems (NCMIP), Cachan, France, 2014.
  17. [WANG-14]L. Wang, Sixou, B., and Peyrin, F., “Binary tomography reconstructions of bone microstructure from few projections with stochastic level-set methods”, in ICIP 2014, 2014.
  18. [TOMA-14a]A. Toma, Sixou, B., Denis, L., Pialat, J. B., and Peyrin, F., “Higher order Total Variation super-resolution from a single trabecular bone image”, in IEEE International Symposium on Biomedical Imaging (ISBI), Beijing, China, 2014, pp. 1152-1155.
  19. [SIXO-14b]“Bone microstructure reconstructoins form few projections with stochastic nonlinear diffusion”, in Eusipco, 2014, pp. 1826-1830.
  20. [SIXO-13b]B. Sixou, Davidoiu, V., Langer, M., and Peyrin, F., “Level set regularization for nonlinear absorption and phase retrieval in X-ray phase contrast tomography”, in IEEE International Symposium on Biomedical Imaging, San Francisco, CA, USA, 2013.
  21. [SIXO-13a]“Iterative choice of the optimal regularization parameter in TV image deconvolution”, in NCMIP, 2013, p. 464 (2013) 012005.
  22. [SIXO-13d]B. Sixou, Wang, L., and Peyrin, F., “Bone microstructure reconstruction from few projections with level-set regularization”, in IEEE International Symposium on Biomedical Imaging (ISBI), 2013, pp. 1170-1173.
  23. [SIXO-13c]B. Sixou, Toma, A., Denis, L., and Peyrin, F., “Iterative choice of the optimal regularization parameter in TV image deconvolution”, in New Computational Methods for Inverse Problems (NCMIP), Cachan, France, 2013, p. (464)012005.
  24. [SIXO-12b]B. Sixou, Davidoiu, V., Langer, M., and Peyrin, F., “Absorption and phase retrieval in phase contrast imaging with non linear Tikhonov regularization”, in New Computational Methods for Inverse Problems, Paris,France, 2012, p. Series 386 (2012) 012012.
    http://iopscience.iop.org/1742-6596/386/1/012012/pdf/1742-6596_386_1_012012.pdf
  25. [TOMA-12a]A. Toma, Sixou, B., Pialat, J. B., Sultana, A., Buzuloiu, V., and Peyrin, F., “Super-resolution d'images de la micro-architecture osseuse avec des regularisations TV d’ordre eleve”, in XIème Colloque Franco-Roumain de Mathématiques Appliquées, 2012, pp. 76-77.
  26. [DAVI-12c]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “Non-Linear Phase Retrieval Combined with Iterative Thresholding in Wavelet Coordinates”, in EUSIPCO2012, Bucarest, Roumanie, 2012, pp. 884-888.PDF icon eusipco.pdf (2.53 MB)
    http://www.eurasip.org/Proceedings/Eusipco/Eusipco2012/Conference/papers/1569581955.pdf
  27. [SIXO-12a]B. Sixou and Peyrin, F., “Bone discrete tomography with convex-concave and non local regularization”, in IEEE International Symposium on Biomedical Imaging ISBI 2012, 2012, pp. 1443-1446.
  28. [DAVI-12a]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “NON-LINEAR ITERATIVE PHASE RETRIEVAL BASED ON FRECHET DERIVATIVE AND PROJECTION OPERATORS”, in IEEE International Symposium on Biomedical Imaging - ISBI2012, Barcelona, Spain, 2012, pp. 106-109.
  29. [DAVI-12b]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “Reconstruction non linéaire de la phase avec operateurs de projection combinée avec un seuillage itératif en ondelettes”, in XIème Colloque Franco-Roumain de Mathématiques Appliquées, Bucarest, Romania, 2012, pp. 70-71.
    http://fmi.unibuc.ro/CFR2012/files/CFR2012_Resume.pdf
  30. [SIXO-11]B. Sixou, Davidoiu, V., Langer, M., and Peyrin, F., “Non-linear phase retrieval from Fresnel diffraction patterns using the Frechet derivative”, in IEEE International Symposium on Biomedical Imaging - ISBI2011, Chicago, USA, 2011, pp. 1370–1373.
    http://ieeexplore.ieee.org/Xplore/login.jsp?url=http%3A%2F%2Fieeexplore.ieee.org%2Fiel5%2F5783450%2F5872340%2F05872655.pdf%3Farnumber%3D5872655&authDecision=-203
  31. [ROBI-11b]M. Robini, Smekens, F., and Sixou, B., “Optimal inverse treatment planning by stochastic continuation”, in IEEE Int. Symp. Biomedical Imaging (ISBI-11), Chicago (Illinois), 2011, pp. 1792-1796.
  32. [DAVI-11b]V. Davidoiu, Sixou, B., Langer, M., and Peyrin, F., “Restitution de phase par seuillage itératif en ondelettes”, in GRETSI, Bordeaux, 2011.

Conference Proceedings

  1. [HOHW-17a]“DÉCOMPOSITION EN BASE DE MATÉRIAU EN IMAGERIE X SPECTRALE: UTILISATION DE LA DISTANCE DE KULLBACK-LEIBLER”, Recherche en Imagerie et Technologies pour la Santé (RITS) 2017. Lyon, France, 2017.
    https://hal.archives-ouvertes.fr/hal-01505225/document