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1
The case for relativistic programming, Philip W Howard
The case for relativistic programming, Philip W Howard
::2013/05/01::
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2
Video ode to nerdy tshirts - Relativistic Designs
Video ode to nerdy tshirts - Relativistic Designs
::2013/06/10::
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3
Derivation of relativistic momentum and relativistic mass
Derivation of relativistic momentum and relativistic mass
::2014/05/01::
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4
Relativistic Space Sheep
Relativistic Space Sheep
::2014/03/28::
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5
Mod-03 Lec-41 Bound state decay, Non-relativistic potentials
Mod-03 Lec-41 Bound state decay, Non-relativistic potentials
::2014/06/19::
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6
Einstein
Einstein's Special Relativity - How an object looks like at relativistic velocity
::2012/09/23::
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7
Dr. Sri - Moral Law in a Relativistic Culture
Dr. Sri - Moral Law in a Relativistic Culture
::2012/07/31::
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8
NYU Physics I: Relativistic Mechanics (part 4 of 9)
NYU Physics I: Relativistic Mechanics (part 4 of 9)
::2009/11/19::
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9
Quantum Physics and Relativity 2: The visible comes into existence from the invisible.
Quantum Physics and Relativity 2: The visible comes into existence from the invisible.
::2014/07/13::
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10
NYU Physics I: Relativistic Mechanics (part 9 of 9)
NYU Physics I: Relativistic Mechanics (part 9 of 9)
::2009/11/19::
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11
Spacetime
Spacetime
::2014/06/02::
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12
Damian Conway promo
Damian Conway promo
::2013/07/25::
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13
16. Black-Body Radiation and the Early History of the Universe, Part II
16. Black-Body Radiation and the Early History of the Universe, Part II
::2014/07/01::
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14
Salt Lake Perl Mongers - Damian Conway - Temporally Quaquaversal Virtual Nanomachine... (see desc)
Salt Lake Perl Mongers - Damian Conway - Temporally Quaquaversal Virtual Nanomachine... (see desc)
::2013/08/05::
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15
Update and Programming Blog
Update and Programming Blog
::2014/07/03::
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16
A Response to Alex Botten on Rape in Deuteronomy 22, Objective Morality, and Relativistic Altruism
A Response to Alex Botten on Rape in Deuteronomy 22, Objective Morality, and Relativistic Altruism
::2014/06/26::
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17
Mod-02 Lec-18 Groups and symmetries, The Lorentz and Poincare groups
Mod-02 Lec-18 Groups and symmetries, The Lorentz and Poincare groups
::2014/06/19::
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18
18. "Hydrogen" and its Discontents
18. "Hydrogen" and its Discontents
::2014/06/18::
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19
Mark Hannam (4) - Advanced course in theory and numerics of partial differential equations
Mark Hannam (4) - Advanced course in theory and numerics of partial differential equations
::2013/08/03::
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20
Mod-02 Lec-20 The spinor representation of SL(2,C), The spin-statistics theorem
Mod-02 Lec-20 The spinor representation of SL(2,C), The spin-statistics theorem
::2014/06/19::
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21
Mod-03 Lec-39 Unpolarised and polarised cross-sections
Mod-03 Lec-39 Unpolarised and polarised cross-sections
::2014/06/19::
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22
Mod-01 Lec-16 Arrow of time and particle-antiparticle asymmetry, Band theory for graphene
Mod-01 Lec-16 Arrow of time and particle-antiparticle asymmetry, Band theory for graphene
::2014/06/19::
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23
Lecture 10 | New Revolutions in Particle Physics: Standard Model
Lecture 10 | New Revolutions in Particle Physics: Standard Model
::2010/06/09::
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24
Mod-02 Lec-23 Massive and massless one particle states
Mod-02 Lec-23 Massive and massless one particle states
::2014/06/19::
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25
Mod-01 Lec-01 Introduction, The Klein-Gordon equation
Mod-01 Lec-01 Introduction, The Klein-Gordon equation
::2014/06/19::
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26
Mod-01 Lec-03 Coupling to electromagnetism, Solution of the Coulomb problem
Mod-01 Lec-03 Coupling to electromagnetism, Solution of the Coulomb problem
::2014/06/19::
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27
Mod-01 Lec-05 Dirac matrices, Covariant form of the Dirac equation
Mod-01 Lec-05 Dirac matrices, Covariant form of the Dirac equation
::2014/06/19::
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28
Mod-03 Lec-37 Klein-Nishina result for cross-section
Mod-03 Lec-37 Klein-Nishina result for cross-section
::2014/06/19::
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29
Geometry and Relativity (Part 15)
Geometry and Relativity (Part 15)
::2012/06/22::
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30
Mod-01 Lec-11 The Klein paradox, Pair creation process and examples
Mod-01 Lec-11 The Klein paradox, Pair creation process and examples
::2014/06/19::
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31
Mod-03 Lec-36 Mott cross-section, Compton scattering
Mod-03 Lec-36 Mott cross-section, Compton scattering
::2014/06/19::
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32
Mod-03 Lec-31 Abelian local gauge symmetry, The covariant derivative and invariants
Mod-03 Lec-31 Abelian local gauge symmetry, The covariant derivative and invariants
::2014/06/19::
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33
Electromagnetic Theory II - Lecture 16.1
Electromagnetic Theory II - Lecture 16.1
::2014/01/17::
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34
Einstein
Einstein's General Theory of Relativity | Lecture 1
::2009/01/14::
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35
Understanding Quantum Field Theory
Understanding Quantum Field Theory
::2013/09/24::
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36
androidj
androidj
::2012/09/11::
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37
Electromagnetic Theory II - Lecture 24
Electromagnetic Theory II - Lecture 24
::2014/01/20::
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38
Beyond Expert-Only Parallel Programming, Paul McKenney
Beyond Expert-Only Parallel Programming, Paul McKenney
::2013/05/01::
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39
Lecture 1 | Modern Physics: Special Relativity (Stanford)
Lecture 1 | Modern Physics: Special Relativity (Stanford)
::2008/07/15::
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40
Programming with Relaxed Synchronization, Ravi Nair
Programming with Relaxed Synchronization, Ravi Nair
::2013/04/22::
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41
Electromagnetic Theory II - Lecture 15
Electromagnetic Theory II - Lecture 15
::2014/01/17::
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42
Electromagnetic Theory II - Lecture 18.2
Electromagnetic Theory II - Lecture 18.2
::2014/01/17::
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43
Electromagnetic Theory II - Lecture 19.1
Electromagnetic Theory II - Lecture 19.1
::2014/01/20::
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44
Electromagnetic Theory II - Lecture 14.2
Electromagnetic Theory II - Lecture 14.2
::2014/01/17::
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Electromagnetic Theory II - Lecture 19.2
Electromagnetic Theory II - Lecture 19.2
::2014/01/20::
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46
Lecture -1: Forward - Computing 1 MOOC Richard Buckland UNSW (draft)
Lecture -1: Forward - Computing 1 MOOC Richard Buckland UNSW (draft)
::2012/10/07::
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Universe Simulation
Universe Simulation
::2007/03/12::
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how to make a factorial program in C
how to make a factorial program in C
::2011/05/20::
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How earths biosphere was created via Dark matter/energy
How earths biosphere was created via Dark matter/energy
::2010/10/20::
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19. Space-Time Interval
19. Space-Time Interval
::2011/05/04::
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From Wikipedia, the free encyclopedia
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Relativistic programming (RP) is a style of concurrent programming where instead of trying to avoid conflicts between readers and writers (or writers and writers in some cases) the algorithm is designed to tolerate them and get a correct result regardless of the order of events. Also, relativistic programming algorithms are designed to work without the presences of a global order of events. That is, there may be some cases where one thread sees two events in a different order than another thread (hence the term relativistic because in Einstein's theory of special relativity the order of events is not always the same to different viewers).

Relativistic programming provides advantages in performance compared to other concurrency paradigms because it does not require one thread to wait for another nearly as often. Because of this, forms of it (Read-Copy-Update for instance) are now used extensively in the Linux kernel (more than 5,000 times as of 2011).[1]

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