Generalized theory of interference, and its applications: Part I. Coherent pencils

Pancharatnam, S.·1956·Proceedings of the Indian Academy of Sciences - Section A

Cited by (1,001)

Items 801–900 of 1,001

  1. Adiabatic graph-state quantum computation
    B Antonio, Damian Markham, Janet Anders · 2014 · New Journal of Physics
  2. Flexible and achromatic generation of optical vortices by use of vector beam recorded functionalized liquid crystals
    Moritsugu Sakamoto, Tomoyuki Sasaki, Tran Mien Tien, Kohei Noda, Nobuhiro Kawatsuki, Hiroshi Ono · 2016 · Applied Optics
  3. Probing spin-orbit interaction via Fano interference
    Desapogu Rajesh, Sergey Nechayev, Dima Cheskis, Shmuel Sternklar, Yuri Gorodetski · 2018 · Applied Physics Letters
  4. Discriminating randomly polarized fields
    Mahdi Eshaghi, Aristide C. Dogariu · 2020 · Optics Letters
  5. Generating a 64 × 64 beam lattice by geometric phase modulation from arbitrary incident polarizations
    Shiyao Fu, Xu Han, Rui Song, Lei Huang, Chunqing Gao · 2020 · Optics Letters
  6. Classical Optical Modelling of Social Sciences in a Bohr–Kantian Framework
    Sudip Patra, Partha Ghose · 2022 · Studies in systems, decision and control
  7. Quantum Coherence and Total Phase in Semiconductor Microcavities for Multi-Photon Excitation
    Abeer S. Altowyan, K. Berrada, S. Abdel‐Khalek, Hichem Eleuch · 2022 · Nanomaterials
  8. A low-cost digital coding metasurface applying modified ‘crusades-like’ cell topologies for broadband RCS reduction
    Chao Wang, Ru‐Zhi Wang, Ze-Lin An, Liying Liu, Yunsheng Zhou, Zhixiang Tang, Weidong Wang, Shengjun Zhang · 2022 · Journal of Physics D Applied Physics
  9. Tunable geometric phase of Dirac fermions in a topological junction
    Sang‐Jun Choi, Sunghun Park, H.-S. Sim · 2013 · Physical Review B
  10. Light propagation in an optically active plate with topological charge
    Yicheng Wang, Huaijin Zhang, Haohai Yu, Zhengping Wang, Jiyang Wang · 2012 · Applied Physics Letters
  11. Relativity, entanglement and the physical reality of the photon
    Suresh Chandra Tiwari · 2002 · Journal of Optics B Quantum and Semiclassical Optics
  12. Pancharatnam phase for displaced number states
    Istok P. Mendaš, Duska B Popovic · 1993 · Journal of Physics A Mathematical and General
  13. Path-dependent scaling of geometric phase near a quantum multi-critical point
    Ayoti Patra, Victor Mukherjee, Amit Dutta · 2011 · Journal of Statistical Mechanics Theory and Experiment
  14. Separable states and geometric phases of an interacting two-spin system
    Chengwang Niu, Guofu Xu, Longjiang Liu, L. Kang, D. M. Tong, L. C. Kwek · 2010 · Physical Review A
  15. Analysis of the Pancharatnam-Berry phase of vector vortex states using the Hamiltonian based on the Maxwell-Schrödinger equation
    Masato Suzuki, Keisaku Yamane, Kazuhiko Oka, Yasunori Toda, Ryuji Morita · 2016 · Physical Review A
  16. Physical Properties, Field Purity, and Quantum Phase for a Two-Level Atom in Photon-Added Coherent States for the Morse Potential
    Maarib A. Alsahhaf, Shatha A. Aldaghfag, S. Abdel‐Khalek · 2017 · Journal of Russian Laser Research
  17. Pancharatnam's phase advance and its validity for both integral and half-integral spins
    Andrew Das Arulsamy · 2018 · Optik
  18. Chaos-based Berry phase detector
    Cheng-Zhen Wang, Chen-Di Han, Hong-Ya Xu, Ying‐Cheng Lai · 2019 · Physical review. B./Physical review. B
  19. Control of phase, polarization, and amplitude based on geometric phase in a racemic helix array
    Chao Wu, Quan Li, Zhihui Zhang, Song Zhao, Hongqiang Li · 2021 · Photonics Research
  20. Structure and dynamics of electronically excited molecular systems
    Susanta Mahapatra · 2021 · Wiley Interdisciplinary Reviews Computational Molecular Science
  21. An Extended k-Surface Framework for Electromagnetic Fields in Artificial Media
    Octavian Dănilă, Ana Bărar, Marian Vlădescu, Doina Mănăilă-Maximean · 2021 · Materials
  22. Transformable Metasurfaces Enabled by Twisting Induced Nonlocality
    Peng Tang, Jie Tao, Min Li, Fei Gao, Hongsheng Chen, Zuojia Wang · 2023 · Advanced Optical Materials
  23. Berry phase and quantum structure
    Holger Lyre · 2014 · Studies in History and Philosophy of Science Part B Studies in History and Philosophy of Modern Physics
  24. GEOMETRIC PHASE AND DISENTANGLEMENT OF A MOVING FOUR-LEVEL ATOM IN THE PRESENCE OF NONLINEAR MEDIUM
    Nour Zidan, S. Abdel‐Khalek, Mahmoud Abdel‐Aty · 2012 · International Journal of Quantum Information
  25. Measuring geometric phases with a dynamical quantum Zeno effect in a Bose-Einstein condensate
    H. V. Do, Manuel Gessner, F. S. Cataliotti, A. Smerzi · 2019 · Physical Review Research
  26. Quantum scheme for N-level atom interacting with a two two-level atom: Atomic Fisher information and entropy squeezing
    Eman M. A. Hilal, Sadah Abdullah Alkhateeb, S. Abdel‐Khalek, Eied Mahmoud Khalil, Amjaad A. Almowalled · 2020 · Alexandria Engineering Journal
  27. A Geometric Meaning to the Probabilities of Two-State Quantum Systems
    Arun Kumar Pati, Amitabh Joshi · 1993 · Europhysics Letters (EPL)
  28. Geometric phase for mixed states: Formulation based on a connection on a vector bundle over a Grassmann manifold
    Hayato Goto, Kouichi Ichimura · 2007 · Physical Review A
  29. Geometric Phase Observation with Dispersed Fringes
    Naoshi Baba, Kaichirou Shibayama · 1997 · Optical Review
  30. Location of conical intersections by the Pancharatnam connection and the sign-change theorem of Longuet-Higgins: a model calculation with the H4 potential surface
    Yuji Fukumoto, Hiroyasu Koizumi, Kenji Makoshi · 1999 · Chemical Physics Letters
  31. Electromagnetic Acceleration of Neutrons and Its Observability
    Apoorva G. Wagh, Veer Chand Rakhecha · 1997 · Physical Review Letters
  32. Phase Matching of High Harmonic Generation in Twisted van der Waals Crystals
    Chenjun Ma, Chen Huang, Yilong You, Huazhan Liu, Zhitong Ding, Mingchao Ding, Chang Liu, Jin Zhang, Guixin Li, Zhipei Sun et al. · 2025 · Physical Review Letters
  33. Left/right asymmetry in Dyakonov–Tamm-wave propagation guided by a topological insulator and a structurally chiral material
    F. Chiadini, V. Fiumara, Tom G. Mackay, Antonio Scaglione, Akhlesh Lakhtakia · 2016 · Journal of Optics
  34. Poincaré and his polarization sphere
    Bart E. Kahr · 2021 · Chirality
  35. Waveguiding driven by the Pancharatnam-Berry phase
    Chandroth P. Jisha, Stree Vithya Arumugam, Lorenzo Marrucci, Stefan Nolte, Alessandro Alberucci · 2023 · Physical Review A
  36. Laboratory demonstration of the triple-grating vector vortex coronagraph
    David S. Doelman, Mireille Ouellet, Axel Potier, Garreth Ruane, Kyle Van Gorkom, Sebastiaan Y. Haffert, Ewan S. Douglas, Frans Snik · 2023 · Techniques and Instrumentation for Detection of Exoplanets
  37. Polarization-Insensitive Transmissive Metasurfaces Using Pancharatnam–Berry and Resonant Phases in Microwave Band
    Ling Wang, Yang Yang, Feng Gao, Shuhua Teng, Jinggui Zhang, Li Fei Deng, Weijun Hong, Zhuofang Li · 2023 · Sensors
  38. Dual diffraction bands of heliconical liquid crystal gratings
    Sha Liu, Hao Yu, Miao Jiang, Lingling Ma, Yanqing Lu, Qi‐Huo Wei · 2024 · Physical Review Materials
  39. Properties of the phase space and bifurcations in the complex Lorenz model
    A. G. Vladimirov, Vlad Toronov, Vladimir Leonardovich Derbov · 1998 · Technical Physics
  40. Hamilton's Turns for the Lorentz Group
    R Simon, S. Chaturvedi, V Srinivasan, N Mukunda · 2006 · International Journal of Theoretical Physics
  41. Geometric phase of a bipartite system with Dzyaloshinski–Moriya interaction
    Yue Zhou, Guo‐Feng Zhang · 2008 · Optics Communications
  42. Markovian and non-Markovian effects on the geometric phase of a dissipative Josephson qubit
    Zhiyuan Chen, Liping Guo, Fengfeng Luo · 2011 · Europhysics Letters (EPL)
  43. Generalization of the Poincare sphere to process 2D displacement signals
    Cesar A. Sciammarella, Luciano Lamberti · 2017 · Optics and Lasers in Engineering
  44. Optimal-speed unitary quantum time evolutions and propagation of light with maximal degree of coherence
    Carlo Cafaro, Shannon M. Ray, Paul M. Alsing · 2022 · Physical Review A
  45. Generalized approach to plasmonic phase modulation in topological bi-gratings
    Maayan Fox, Yuri Gorodetski · 2022 · Applied Physics Letters
  46. Advances in Cholesteric Liquid Crystals
    Michel Mitov · 2020 · MDPI eBooks
  47. Vector beam bending via a polarization gradient
    J. M. Nichols, Daniel V. Nickel, F. Bucholtz · 2022 · Optics Express
  48. Harnessing Ultrafast Laser Induced Nanostructures in Transparent Materials
    Martynas Beresna, Mindaugas Gecevičius, Peter G. Kazansky · 2014 · Nano-optics and nanophotonics
  49. Pointed weak energy and quantum state evolution in Pancharatnam–Fubini-Study configuration space
    Allen Parks · 2005 · Journal of Physics A Mathematical and General
  50. Weak values and modular variables from a quantum phase-space perspective
    Augusto C. Lobo, Yakir Aharonov, Jeff Tollaksen, Elizabeth M. Berrigan, Clyffe de Assis Ribeiro · 2014 · Quantum Studies Mathematics and Foundations
  51. Particle and/or wave features in neutron interferometry
    Helmut Rauch · 2012 · Journal of Physics Conference Series
  52. Amplitude control of a quantum state in a non-Hermitian Rice-Mele model driven by an external field
    S. Lin, X. Z. Zhang, Z. Song · 2015 · Physical Review A
  53. Finding the Hannay angle in dissipative oscillatory systems via conservative perturbation theory
    Rohitashwa Chattopadhyay, Tirth Shah, Sagar Chakraborty · 2018 · Physical review. E
  54. Structural phase transition determined from the Bragg angle versus ionization energy plot
    Andrew Das Arulsamy · 2019 · Indian Journal of Physics
  55. Fresnel–Arago fifth law of interference: the first description of a geometric phase in optics
    Oriol Arteaga · 2021 · Journal of Modern Optics
  56. GEOMETRIC PHASES, GAUGE SYMMETRIES AND RAY REPRESENTATION
    Kazuo Fujikawa · 2006 · International Journal of Modern Physics A
  57. Non-local geometric phase in two-photon interferometry
    Anthony Martin, Olivier Alibart, Jean-Christophe Flesch, Joseph Samuel, Supurna Sinha, Sébastien Tanzilli, Anders Kastberg · 2012 · Europhysics Letters (EPL)
  58. Engineering geometric phase in semiconductor microcavities
    S. Abdel‐Khalek, K. Berrada, Hichem Eleuch, Mahmoud Abdel‐Aty · 2014 · Physica E Low-dimensional Systems and Nanostructures
  59. Spectrally broadband channeled imaging polarimeter using polarization gratings
    Michael W. Kudenov, Michael J. Escuti, Eustace L. Dereniak, Kazuhiko Oka · 2011 · Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE
  60. Berry’s phase for an electron in a periodic potential without inversion symmetry
    M. J. Rave, W. C. Kerr · 2005 · The European Physical Journal B
  61. Noncyclic Berry phase and scalar Aharonov-Bohm phase for the spin-redirection evolution in an atom interferometer
    Atsuo Morinaga, Kota Nanri · 2012 · Physical Review A
  62. Broadband efficient vortex beam generation with metallic helix array
    Zhijie Gong, Chao Wu, Chaoqun Fang, Song Zhao, Anqi Sun, Zeyong Wei, Hongqiang Li · 2018 · Applied Physics Letters
  63. Attractive electron-electron interaction induced by geometric phase in a Bloch band
    Junren Shi, Qian Niu · 2019 · Science China Physics Mechanics and Astronomy
  64. A method for fast and robustly measuring the state of polarization of arbitrary light beams based on Pancharatnam-Berry phase
    Shuxia Qi, Sheng Liu, Peng Li, Lei Han, Jinzhan Zhong, Bingyan Wei, Huachao Cheng, Xuyue Guo, Jianlin Zhao · 2019 · Journal of Applied Physics
  65. Generalized matrix transformation formalism for reflection and transmission of complex optical waves at a plane dielectric interface
    Anirban Debnath, Nirmal K. Viswanathan · 2020 · Journal of the Optical Society of America A
  66. Constant adiabatic geometric phase in three-wave mixing under different depletion levels
    Jiantao Lü, Feiyan Zhao, Wei Pang, Yongyao Li · 2021 · Physics Letters A
  67. Polarization matrix and geometric phase
    Dipti Banerjee · 1997 · Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics
  68. Vacuum induced berry phase: Theory and experimental proposal
    Sougato Bose, Angelo C. M. Carollo, Ivette Fuentes, Marcelo França Santos, Vlatko Vedral · 2003 · Journal of Modern Optics
  69. Comment on “Complementarity between Local and Nonlocal Topological Effects”
    Philipp Hyllus, Erik Sjöqvist · 2002 · Physical Review Letters
  70. Null phase curves and manifolds in geometric phase theory
    S. Chaturvedi, E. Ercolessi, G. Morandi, Alberto Ibort, G. Marmo, N. Mukunda, R. Simon · 2013 · Journal of Mathematical Physics
  71. Effective Hamiltonians in quantum physics: resonances and geometric phase
    A R P Rau, D Uskov · 2006 · Physica Scripta
  72. Noise fluctuations and the Berry phase: Towards an experimental test
    Stefan Filipp · 2008 · The European Physical Journal Special Topics
  73. Improved switchable achromatic phase shifters, part 2
    Parameswaran Hariharan, Philip E. Ciddor, Maitreyee Roy · 2005 · Optical Engineering
  74. Rotating elliptic analysers for the automatic analysis of polarised light—part I
    S. Rajagopalan, S. Ramaseshan · 1964 · Proceedings of the Indian Academy of Sciences - Section A
  75. The Ehrenfest picture and the geometry of Quantum Mechanics
    Jesús Clemente-Gallardo, Giuseppe Marmo · 2013 · arXiv (Cornell University)
  76. Comment on “Aharonov-Bohm Oscillations with Spin: Evidence for Berry’s Phase”
    Apoorva G. Wagh, Veer Chand Rakhecha · 2003 · Physical Review Letters
  77. Non-cyclic geometric phases in a proposed two-photon interferometric experiment
    Joy Christian, Abner Shimony · 1993 · Journal of Physics A Mathematical and General
  78. Surfaces of locally minimal flux
    Robert S. Mackay · 2024 · Cambridge University Press eBooks
  79. Application of metasurface in future displays
    Lingyu Ai, Zhi Gan, Christoph Vannahme, Xiaolong Zhu · 2025 · Nanophotonics
  80. Influence of thermal bath on Pancharatnam-Berry phase in an accelerated frame
    Debasish Ghosh, Bibhas Ranjan Majhi · 2024 · Physics Letters B
  81. Geometric Phase of Quantum Dots in the Time-Dependent Isotropic Magnetic Field
    Zhao-Xian Yu, Zhi-Yong Jiao · 2010 · International Journal of Theoretical Physics
  82. Measurement of nanoparticle sizes by conventional optical microscopy with standing evanescent field illumination
    Xiang Yu, Yukihiro Araki, Kentaro Iwami, Norihiro Umeda · 2008 · Optics Letters
  83. Geometric phase in cavity QED containing a nonlinear optical medium and a quantum well
    A.‐B. A. Mohamed, Hichem Eleuch · 2015 · Journal of Modern Optics
  84. Geometric decoherence in diffusive open quantum systems
    Da-Wei Luo, Hai‐Qing Lin, J. Q. You, Lian-Ao Wu, Rupak Chatterjee, Ting Yu · 2019 · Physical Review A
  85. Non-Abelian quantum adiabatic dynamics and phase simulation with classical resonant oscillators
    Yanan Zhang, J. Shen, H. D. Liu, X. X. Yi · 2020 · Physical Review A
  86. Topological Dislocations for Plasmonic Mode Localization in Arrays of Nanoscale Rectangular Au Apertures: Implications for Optical Communications
    Eliav David Epstein, Leeju Singh, Maayan Fox, Shmuel Sternklar, Yuri Gorodetski · 2021 · ACS Applied Nano Materials
  87. Generic optical singularities and beam-field phenomena due to general paraxial beam reflection at a plane dielectric interface
    Anirban Debnath, Nirmal K. Viswanathan · 2022 · Physical Review A
  88. Geometric-phase metalens to be used for tunable optical tweezers in microfluidics
    René Geromel, Roman Rennerich, Thomas Zentgraf, Heinz‐S. Kitzerow · 2023 · Liquid Crystals
  89. Photonic quantum chromodynamics
    Shinichi Saito · 2023 · Frontiers in Physics
  90. On-chip optical wavefront shaping by transverse-spin-induced Pancharatanam–Berry phase
    Wanyue Xiao, Shubo Wang · 2024 · Optics Letters
  91. Optical counterpart of a Foucault pendulum
    A. Yu. Okulov · 2022 · Journal of the Optical Society of America A
  92. Open-system geometric phase based on system-reservoir joint state evolution
    Shi‐Biao Zheng · 2014 · Physical Review A
  93. Interference phenomenon and geometric phase for Dirac neutrino in π+ decay
    Jacek Syska, Jerzy Dajka, J. Łuczka · 2013 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
  94. Observation of Berry’s Geometric Phase by Neutron Interferometry
    S. A. Werner · 2010 · Foundations of Physics
  95. Polarization conversion system with liquid-crystal geometric-phase-based cylindrical lens
    Michinori Honma, Toshiaki Nose · 2015 · Japanese Journal of Applied Physics
  96. Recording of geometric phase elements based on liquid crystal polymers
    H. L. Margaryan, V. K. Abrahamyan, D. L. Hovhannisyan, N. H. Hakobyan, V. M. Aroutiounian, Victor Vasilyevich Belyaev, Aleksei Sergeevich Solomatin · 2017 · Journal of Contemporary Physics (Armenian Academy of Sciences)
  97. Topology-Driven Effects in Advanced Micro- and Nanoarchitectures
    Vladimir M. Fomin · 2018 · Nanoscience and technology
  98. Fully broadband vAPP coronagraphs enabling polarimetric high contrast imaging
    Steven P. Bos, David S. Doelman, Jos de Boer, Emiel H. Por, Barnaby R. M. Norris, Michael J. Escuti, Frans Snik · 2018 · Advances in Optical and Mechanical Technologies for Telescopes and Instrumentation III
  99. Baryogenesis from the Berry phase
    Seishi Enomoto, Tomohiro Matsuda · 2019 · Physical review. D/Physical review. D.
  100. Interplay between geometric and dynamic phases in a single-spin system
    A. A. Wood, Kirill Streltsov, R. M. Goldblatt, Martin Bodo Plenio, Lloyd C. L. Hollenberg, Robert E Scholten, A. Martin · 2020 · Physical review. B./Physical review. B