|  Types of Interpretations of Quantum Theory | 
Realist Interpretations > s.a. interpretations
  / hidden-variable theories; pilot-wave interpretation.
  * Transactional: A realistic, non-local
    interpretation proposed by Cramer in 1986, which posits retrocausal influences in
    quantum processes as an attempt to alleviate some of the interpretational difficulties
    of the Copenhagen interpretation; It interprets the ψ and ψ* wave
    functions present in all wave mechanics calculations as representing retarded and advanced
    waves moving in opposite time directions that form a quantum "handshake" or
    transaction; The collapse of the wave function is such a transaction, which involves
    an "offer" from the emitter and a "confirmation" from the absorber;
    This is consistent with relativistic quantum theory but it comes with the feature that
    an absorption (or destruction) process involves quantum states with negative energy;
    For this reason, TI has generally been neglected by the mainstream physics community;
    Maudlin (2002) has objected to any retrocausal model of quantum mechanics; In possibilist
    TI, it is the transactional processes that creates spacetime events.
  @ General references: Chen a1810 [rev];
    de Ronde a2101.
  @ Transactional: Cramer RMP(86),
    IJTP(88);
    Garrett FP(90);
    Chiatti FP(95);
    Kastner Syn(06)qp/04 [avoiding the inconsistency charge];
    Marchildon PE-qp/06;
    Kastner SHPMP(08) [counterfactuals and weak values];
    Kastner SHPMP(10)-a0906 [quantum liar experiment];
    Kastner & Cramer a1001 [and Everett interpretation];
    Evans a1011 [and Maudlin's critique of retrocausation];
    Kastner 12 [r CP(13)];
    Boisvert & Marchildon FP(13)-a1207 [absorbers];
    Kastner SHPMP-a1403 [refutation of Maudlin's challenge];
    Cramer a1503-ch [and quantum non-locality];
    Kastner 15,
    npr(15)sep;
    Cramer 16;
    Kastner PhilC-a1608 [overview];
    Kastner & Cramer a1711 [and the absorption process];
    Kastner IJQF-a1712 [reply to Marchildon];
    Kastner IJQF-a2004 [and decoherence];
    Cramer & Mead Symm(20)-a2006 [formalism describing a transaction];
    > s.a. Hardy's Experiment; measurement
      and time in quantum mechanics.
  @ Transactional, relativistic: Kastner FP(12)-a1204;
    Kastner a1610-in,
    IJQF-a1709;
    Marchildon IJQF-a1712 [critique];
    Kastner a2101 [and direct-action theory].
  @ Pondicherry: Mohrhoff AJP(00)aug-qp/99;
    Marchildon FP(04)qp/03;
    Mohrhoff FP(04)qp/03,
    Pra(05)qp/04;
    Shafiee et al SHPMP(06) [critique],
    reply Mohrhoff qp/06.
  @ Hydrodynamical: Tsekov AUS(12)-a0904 [Madelung quantum hydrodynamics, vs pilot-wave theory];
    Karimäki a1206 [fluid of virtual particles];
    Tsekov et al a1804 [and turbulence];
    > s.a. formalisms.
  @ Contextual / non-local:
    Wiener & Siegel PR(53);
    Gudder JMP(70);
    Vujicic et al JPA(94);
    Sant'Anna qp/98.
  @ Information-based: Palge & Konrad SHPMP(08) [Bayesian approach];
    Khrennikov FP(16)-a1512 [on the Zeilinger-Brukner interpretation].
  @ Local: Jongejan qp/00 [curved spacetime as hidden variable];
    Kent in(02)qp [probabilistic];
    Lan IJTP(08)qp/03,
    JRLR(05)qp/03,
    JRLR(07)-a0810;
    Suarez FP(08) [re Leggett models];
    Flores a1010
      [pointlike particles and necessity of vacuum fields].
  @ Relational [no absolute state]: Rovelli; Laudisa FPL(01)qp/00 [EPR and special relativity].
  @ Other interpretations: Jabs BJPS(92)-a1212 [in terms of epistemological realism];
    Khrennikov in(02)qp,
    Fuchs qp/02,
    Khrennikov qp/04,
    a1210-proc [Växjö];
    Hájíček & Tolar FP(09)-a0806,
    APS(10)-a1008;
    Schmelzer FP(11) [pure interpretations are not viable],
    in-a1103 [paleoclassical interpretation];
    Santos FS(14)-a1203;
    Hájíček JPCS(13)-a1212;
    Waegell a1604 [locally causal, deterministic interpretations]; 
    > s.a. Beables.
Other Interpretations
  > s.a. contextuality; quantum cosmology;
  quantum information; many-worlds;
  multiverse cosmology.
  * Type-I:
    (ψ-Ontic
    Theories) Quantum probabilities are determined by intrinsic properties of the world.
  * Type-II:
    (ψ-Epistemic
    Theories) Quantum probabilities deal with relational experiences between an observer and the world.
  * Interactive: Intermediate
    between the København and hidden variables interpretations; Holistic;
    Observation does not have a preferred role.
  * Stochastic: The quantum behavior
    is a consequence of an unspecified stochastic process affecting the system.
  * Montevideo interpretation: The
    quantum-to-classical transition is achieved via a phenomenon called "undecidability"
    which stems from environmental decoherence, supplemented with a fundamental mechanism of
    loss of coherence due to gravity;
    > see also montevideointerpretation.org.
  @ General references: Cabello et al PRA(16)-a1509 [thermodynamic cost of  type-I, ψ-ontic theories];
    Hájíček a1509-book [Realism-Completeness-Universality interpretation];
    Healey FP(16)-a1601 [quantum states as informational bridges];
    Prunkl & Timpson a1706 [refuting the Cabello et al claim];
    Hardy a1807 [the Construction Interpretation, and quantum gravity];
    Ellerman a1812 [objective indefiniteness or literal interpretation].
  @ Stochastic: Fényes ZP(52);
    Bohm & Vigier PR(54);
    de la Peña-Auerbach & García-Colín JMP(68),
    JMP(68);
    Ghirardi et al RNC(78) [rev];
    Cufaro Petroni et al LNC(81) [causality];
    Nelson 85;
    Smolin in(86);
    Bohm & Hiley PRP(89);
    Cufaro Petroni PLA(89) [and quantum interference],
    PLA(91);
    > s.a. fluctuations; stochastic quantization.
  @ Co-event interpretation: Ghazi-Tabatabai & Wallden JPA(09)-a0901 [dynamics and prediction];
    > s.a. measures [quantum measures].
  @ Montevideo interpretation:
    Gambini & Pullin JPCS(09)-a0905;
    Gambini et al SHPMP(11)-a1002;
    Gambini et al JPCS(11)-a1010;
    Butterfield SHPMP(15)-a1406 [assessment];
    Gambini & Pullin Ent(18)-a1502 [short review];
    Gambini et al FoC(15)-a1502,
    a1810 [single-world consistent interpretation];
    Gambini & Pullin Univ(20)-a2010 [time and the measurement problem].
  @ Conceptuality interpretation: Aerts FS(09)-a1004,
    IJTP(10)-a1004 [particles as conceptual entities];
    Aerts et al FS(20)-a1711.
  @ Other: Stapp PRD(71) [S-matrix];
    Kochen in(85),
    pr(88),
    Peres AJP(84)jul [a state vector is just a preparation];
    Lahti IJTP(90) [witnessing];
    Healey 89 [interactive];
    Lockwood BJPS(96) ["many minds"];
    Ruebenacker qp/02-wd [Amherst];
    Carter IJTP(04)ht [anthropic];
    Mweene qp/04 [Landé's interpretation];
    Kent FP(12)-a0708 [real world interpretation];
    Jansson a0801;
    Bächtold FP(08) [pragmatist approach];
    Fields a1108-in [on Quantum Bayesianism];
    Ishikawa a1204,
    a1308 [linguistic],
    a1511 [wave-function collapse];
    Smolin a1205 [based on precedence and freedom];
    Pradhan NQ-a1206 [psychophysical interpretation];
    Mansouri et al a1305;
    't Hooft a1405,
    16 [cellular automaton interpretation];
    Gantsevich a1609;
    Burt a1805 [Peierls interpretation];
    Marsh a1811 [reality in Kent's interpretation];
    Unnikrishnan a1812;
    Neumaier a1902 [thermal interpretation];
    Ydri a2007 [Wigner-von Neumann interpretation];
    Krause et al a2008 [non-individuals interpretation];
    > s.a. Born Rule [intuitionistic interpretation];
      time in quantum theory [real clocks and conditional probability].
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