Twistor theory at fifty: from contour integrals to twistor strings

Twistor theory at fifty: from contour integrals to twistor strings

We review aspects of twistor theory, its aims and achievements spanning the last five decades. In the twistor approach, space–time is secondary with events being derived objects that correspond to compact holomorphic curves in a complex threefold—the twistor space. After giving an elementary constru...

Deskribapen osoa

Xehetasun bibliografikoak
Egile Nagusiak:	Atiyah, MF, Dunajski, M, Mason, LJ
Formatua:	Journal article
Argitaratua:	Royal Society 2017

Antzeko izenburuak

Heterotic twistor-string theory
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Heterotic twistor-string theory
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Hyper-kähler hierarchies and their twistor theory
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Twistor actions for non-self-dual fields; a new foundation for twistor-string theory
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Hyper-K{ä}hler Hierarchies and their twistor theory
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Einstein Supergravity and New Twistor String Theories
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Solitons, instantons, and twistors /
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Einstein supergravity amplitudes from twistor-string theory
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Twistor-strings and gravity tree amplitudes
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Twistor-strings, Grassmannians and leading singularities
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Twistor-Strings, Grassmannians and Leading Singularities
nork: Bullimore, M, et al.
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Einstein-Weyl geometry, the dKP equation and twistor theory
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Einstein-Weyl geometry, the dKP equation and twistor theory
nork: Dunajski, M, et al.
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Einstein–Weyl geometry, the dKP equation and twistor theory
nork: Dunajski, M, et al.
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Twistor theory of hyper-K{ä}hler metrics with hidden symmetries
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MHV diagrams in twistor space and the twistor action
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TWISTOR THEORY, SELF-DUALITY AND INTEGRABILITY
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Solitons and admissible families of rational curves in twistor spaces
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TWISTOR THEORY AND THE SCHLESINGER EQUATIONS
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Maximally helicity-violating diagrams in twistor space and the twistor action
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Tau functions and the twistor theory of integrable systems
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Supersymmetric gauge theories in twistor space
nork: Boels, R, et al.
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Supersymmetric Gauge Theories in Twistor Space
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THE TWISTOR-THEORY OF EQUATIONS OF KDV TYPE .1.
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Twistors in curved space time
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REAL METHODS IN TWISTOR-THEORY
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Argitaratua: (1985)

Twistors and geometric quantisation theory
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Twistors and particles/
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Twistor strings for N $$ \mathcal{N} $$ = 8 supergravity
nork: David Skinner
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Tau-functions, twistor theory, and quantum field theory
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Gravity, Twistors and the MHV Formalism
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Twistor Actions for Integrable Systems
nork: Robert F. Penna
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From Twistor Actions to MHV Diagrams
nork: Boels, R, et al.
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From twistor actions to MHV diagrams
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Integrable deformations from twistor space
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Twistor actions for gauge theory and gravity
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Another philosophical look at twistor theory
nork: Gajic, G, et al.
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Twistor theory and the K.P. equations
nork: Barge, S
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Elementary states, supergeometry and twistor theory
nork: Pilato, A, et al.
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Twistor Actions for Self-Dual Supergravities
nork: Mason, L, et al.
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