Quantum mechanics of 4-derivative theories. - Wikidata - wikimedia - TriplyDB

Quantum mechanics of 4-derivative theories.

Quantum mechanics of 4-derivative theories.

http://www.wikidata.org/entity/Q42111484

about

Basis tensor gauge theory: Reformulating gauge theories with basis tensor fields

P2860

Q58364144-98AC958D-8D2A-4BE7-BF85-7E76602FCEE1

P2860

Quantum mechanics of 4-derivative theories.

http://www.wikidata.org/entity/Q42111484

description

2016 nî lūn-bûn

@nan

2016年の論文

@ja

2016年論文

@yue

2016年論文

@zh-hant

2016年論文

@zh-hk

2016年論文

@zh-mo

2016年論文

@zh-tw

2016年论文

@wuu

2016年论文

@zh

2016年论文

@zh-cn

name

Quantum mechanics of 4-derivative theories.

@en

Quantum mechanics of 4-derivative theories.

@nl

type

label

Quantum mechanics of 4-derivative theories.

@en

Quantum mechanics of 4-derivative theories.

@nl

prefLabel

Quantum mechanics of 4-derivative theories.

@en

Quantum mechanics of 4-derivative theories.

@nl

P1433

Q42111484-CC22C59B-4E9E-471F-8861-75D43FEF9E17

P1476

Q42111484-6C7A07D1-E8AA-4CC1-88C8-DD5D561B8605

P2860

Q42111484-0158BC44-9D82-4E16-A6EB-BAF4FAD8EBF5

Q42111484-0CAB25C7-609D-4419-9AB2-AE11B8770B7F

Q42111484-23ACFDAF-FF91-4DEE-A721-23AAFF165763

Q42111484-2930AB31-1D21-46B8-8A41-08100C2190A3

Q42111484-2BAA7DD4-2E13-4A39-9BA6-533CF02418F2

Q42111484-46EC1BD3-EB16-4DA8-83C5-D3F1648BAD09

Q42111484-69079274-253D-4F4A-B37C-7A958F0532AB

Q42111484-75829199-FE89-458C-9DF5-0589A0D4DCCE

Q42111484-7A01AE8C-22CE-4BCA-8ABD-B75628EB36F2

Q42111484-90CE3496-E342-46CC-AB79-11B8A2FCB4EA

P2888

Q42111484-68813B14-D6A5-4393-86B0-A5016A663227

P304

Q42111484-D631A928-DF8F-4347-B3A5-5996D4D682C4

P31

Q42111484-BC1BBE78-B336-4953-BCCE-2F853BB4532A

P356

Q42111484-51974DEB-41FB-4B4E-BCCA-45BF9E512B69

P433

Q42111484-142AD800-DDAF-40D0-9B03-A56CF57805DF

P478

Q42111484-3E504037-8E68-43C9-A76D-FE79EF01F6DD

P50

Q42111484-C80F53EE-152A-493F-8246-19DD0A979EAF

Q42111484-b73b4438-47db-8dc8-39a4-0b162f115989

P577

Q42111484-FD777A40-E4CB-4D90-89E0-544EDDDF30FB

P6179

Q42111484-6BB67A21-B018-4009-A6AC-B482437D517D

P698

Q42111484-8ACCF326-795F-472A-8FB7-F854E69603DC

P818

Q42111484-65A80FDA-F34D-4CB2-8E6D-AE70B14BA48D

P932

Q42111484-7C528E2E-1D5A-418A-B9C3-D06A1F37EF32

P356

S10052-016-4079-8

P1433

European Physical Journal C

P1476

Quantum mechanics of 4-derivative theories.

@en

P2860

Can Quantum-Mechanical Description of Physical Reality Be Considered Complete?

Quantum Theory of Fields and Elementary Particles

Time Symmetry in the Quantum Process of Measurement

Towards Singularity- and Ghost-Free Theories of Gravity

Solution to the Ghost Problem in Fourth Order Derivative Theories

No-ghost theorem for the fourth-order derivative Pais-Uhlenbeck oscillator model.

Classical equations for quantum systems.

Bell's inequality test: more ideal than ever

An overview of the transactional interpretation of quantum mechanics

P2888

s10052-016-4079-8

P304

227

http://www.w3.org/2001/XMLSchema#string

P31

scholarly article

P356

10.1140/EPJC/S10052-016-4079-8

http://www.w3.org/2001/XMLSchema#string

P433

4

http://www.w3.org/2001/XMLSchema#string

P478

76

http://www.w3.org/2001/XMLSchema#string

P50

Alessandro Strumia

P577

2016-04-25T00:00:00Z

http://www.w3.org/2001/XMLSchema#dateTime

P6179

1013042582

http://www.w3.org/2001/XMLSchema#string

P698

28280424

http://www.w3.org/2001/XMLSchema#string

P818

1512.01237

http://www.w3.org/2001/XMLSchema#string

P932

5320946

http://www.w3.org/2001/XMLSchema#string