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The Central Programme of Twistor Theory
Chaos, Solitons & Fractals, 1999zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Twistor theory and quantum mechanics
Il Nuovo Cimento B Series 11, 1975Quantization in twistor theory is compared with ordinary quantization. We first summarize the twistor theory of Penrose. Then we rewrite the commutation rules [pμ,xμ]=−4i in twistor notation. By comparison these two theories are shown to disagree. The agreement is possible by introducing a non-Hermitian position operator.
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Twistor Theory as an Approach to Fundamental Physics
, 2018R. Penrose
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Another philosophical look at twistor theory
European Journal for Philosophy of ScienceGregor Gajic, Nikesh Lilani, James Read
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Bi-twistors: An extension of twistor theory for general spacetimes
International Journal of Modern Physics DTwistor theory was initially developed to describe the geometry of Minkowski spacetime in terms of its null geodesics. The natural generalization to curved spacetimes requires the ubiquitous existence of alpha-planes, this requiring the Weyl curvature to be anti-self-dual, which for a real spacetime implies conformal flatness.
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Complex Paraconformal Manifolds – their Differential Geometry and Twistor Theory
, 1991T. Bailey, M. Eastwood
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