A Model-Based Optimal Planning and Executions System with Active Sensing and Passive Manipulation for Augmenatation of Human Precision in Computer-Integrated Surgery. - Russell H. Taylor; Court B. Cutting; Yong-yil Kim; Alan D. Kalvin; David LaRose; Betsy Haddad; Deljou Khoramabadi; Marilyn E. Noz; Robert S. Olyha Jr.; Nils Bruun; Dieter Grimm (ISER, 1991)

Graphics applied to medical image registration. - Gerald Q. Maguire Jr.; Marilyn E. Noz; Henry Rusinek; Judith Jaeger; Elissa L. Kramer; Joseph J. Sanger; Gwenn S. Smith (IEEE Computer Graphics and Applications, 1991)

Comparison and evaluation of retrospective intermodality image registration techniques. - Jay B. West; J. Michael Fitzpatrick; Matthew Yang Wang; Benoit M. Dawant; Calvin R. Maurer Jr.; Robert M. Kessler; Robert J. Maciunas; Christian Barillot; Didier Lemoine; André M. F. Collignon; Frederik Maes; Paul Suetens; et al. (Image Processing, 1996)

Comparison of three methods for registration of abdominal/pelvic volume data sets from functional-anatomic scans. - Faaiza Mahmoud; Anthony Ton; Joakim Crafoord; Elissa L. Kramer; Gerald Q. Maguire Jr.; Marilyn E. Noz; Michael P. Zeleznik (Image Processing, 2000)

A Whole Body Atlas Based Segmentation for Delineation of Organs in Radiation Therapy Planning. - Sharif M. Qatarneh; Simo Hyödynmaa; Marilyn E. Noz; Gerald Q. Maguire Jr.; Elissa L. Kramer; Joakim Crafoord (MICCAI, 2001)

Clinical Applications from Head to Toe Using a Semiautomatic 3D Inter/Intramodality Fusion Technique. - Marilyn E. Noz; Gerald Q. Maguire Jr.; Michael P. Zeleznik; Elissa L. Kramer; Lotta Olivecrona; Henrik Olivecrona; Joakim Crafoord; J. Keith Dewyngaert (WBIR, 2003)

Evaluation of a segmentation procedure to delineate organs for use in construction of a radiation therapy planning atlas. - Sharif M. Qatarneh; Marilyn E. Noz; Simo Hyödynmaa; Gerald Q. Maguire Jr.; Elissa L. Kramer; Joakim Crafoord (Int. J. Medical Informatics, 2003)

Can the Specificity of MRI Breast Imaging be Improved by Fusing 3D MRI Volume Data Sets with FDG PET? - Marilyn E. Noz; Linda Moy; Fabio Ponzo; Elissa L. Kramer; Gerald Q. Maguire Jr. (ISBI, 2004)

Unmasking true signal/tumor information from ProstaScint scans. - Benjamin Y. Lee; J. Keith Dewyngaert; Marilyn E. Noz; Gerald Q. Maguire Jr.; Antoinette Murphy-Walcott; Elissa L. Kramer (Image Processing, 2004)

Qualifying CT for wrist arthroplasty: extending techniques for total hip arthroplasty to total wrist arthroplasty. - Yvonne Alcala; Henrik Olivecrona; Lotta Olivecrona; Marilyn E. Noz; Gerald Q. Maguire Jr.; Michael P. Zeleznik; Christer Sollerman (Image Processing, 2005)

Clinical Application of a Semiautomatic 3D Fusion Tool Where Automatic Fusion Techniques Are Difficult to Use. - Marilyn E. Noz; Gerald Q. Maguire Jr.; Michael P. Zeleznik; Lotta Olivecrona; Henrik Olivecrona; Leon Axel; Mondavi B. Srichai; Linda Moy; Antoinette Murphy-Walcott (WBIR, 2006)

Enhancing the Utility of ProstaScint SPECT Scans for Patient Management. - Marilyn E. Noz; Grace Chung; Benjamin Y. Lee; Gerald Q. Maguire Jr.; J. Keith Dewyngaert; Jay V. Doshi; Elissa L. Kramer; Antoinette Murphy-Walcott; Michael P. Zeleznik; Noeun G. Kwak (J. Medical Syst., 2006)

Lorentz Harmonics, Squeeze Harmonics and Their Physical Applications. - Young S. Kim; Marilyn E. Noz (Symmetry, 2011)

Dirac Matrices and Feynman's Rest of the Universe. - Young S. Kim; Marilyn E. Noz (Symmetry, 2012)

Symmetries Shared by the Poincaré Group and the Poincaré Sphere. - Young S. Kim; Marilyn E. Noz (Symmetry, 2013)

Wigner's Space-Time Symmetries Based on the Two-by-Two Matrices of the Damped Harmonic Oscillators and the Poincaré Sphere. - Sibel Baskal; Young S. Kim; Marilyn E. Noz (Symmetry, 2014)

Entangled Harmonic Oscillators and Space-Time Entanglement. - Sibel Baskal; Young S. Kim; Marilyn E. Noz (Symmetry, 2016)

Loop Representation of Wigner's Little Groups. - Sibel Baskal; Young S. Kim; Marilyn E. Noz (Symmetry, 2017)

Poincaré Symmetry from Heisenberg's Uncertainty Relations. - Sibel Baskal; Young S. Kim; Marilyn E. Noz (Symmetry, 2019)

Integration of Dirac's Efforts to Construct a Quantum Mechanics Which is Lorentz-Covariant. - Young S. Kim; Marilyn E. Noz (Symmetry, 2020)