[net.physics] paper on FTL communication

UNIX%Ames-VMSB@sri-unix.UUCP (04/18/84)

The following paper contains *detailed quantum mechanical arguments* for the
existance of super-luminal communication, plus speculation commentary, and
references.

What we are looking for is for someone to shoot this argument down by
finding an error (conceptual, calculational, or any kind) in the derivations
presented in the paper.  We are not looking for peopel to say it's wrong
"beacuse Einstein said you can't go faster than the speed of light".  The
auther has a PhD in physics and is quite familiar with what Eistien said.

Also, arguing that the formulae are invalid because all transformations in
apparatti must be unitary transformations, or arguments simply citing the
commutation rules of field theory as disproof miss the point of the paper,
which is exactly a detailed resonse *to* those arguments.

Typeset copies of this paper, including figures, are available from the
address given below the title of the paper.  Typeset Copies will be sent out
to anyone who wants them.  Troff sources can also be electronically mailed.

The is an nroffed version, with some fudging.  The pages are seperated
with form-feed characters.  Since it has footnotes on several pages,
which are set off from the body of the text by a line of hyphens, it
can be confusing to read it at a terminal.  It's prbably best to print
it out without any other pagination if possible.





              ``SUPER-LUMINAL COMMUNICATION''

            BY QUANTUM CORRELATIONS IS POSSIBLE

                             by

                                  *
                       J. Sarfatti

            POB 26548, San Francisco, CA. 94126


              ARPA mail: NEP.CLEVIT@AMES-VMSB





The letter by Bussey proving that faster-than-light communi-
cation  is  forbidden  by  quantum mechanics is refuted by a
counter-example  in  the  form  of   a   Gedankenexperiment.
Bussey's error is the premise that changes in the configura-
tion of the apparatus must always result in  a  non-singular
unitary  transformation.   Super-luminal  communication is a
decodable controlled non-unitary violation of  normalization
invariance.   Unitarity (conservation of probability) is re-
stored by Galois extension of the finite  dimension  of  the
spin/polarization  vector space induced by the breaking of a
discrete nonlocal permutation symmetry in the design of  the
instrumentation.   This  implies  nonlocally transmitted ac-
tions at an arbitrary space-time distance resulting in  con-
trollable  instrumental  malfunctions  in  which a photon is
neither absorbed in a polarizer nor counted in  a  detector.
Verification of this prediction could lead to untappable un-
                                         3
jammable command-control-communication (C )  systems  and  a
new form of directed non-nuclear EMP-like ABM weaponry using
pair-correlated  beams.   Autocidal  causal  anomalies   are
prohibited in accord with Godel's last theorem on time trav-
el paradoxes.  This results in a  type  of  superdeterminism
placing  limits on free will and giving new insight into the
creation of the universe, in accord with the Anthropic Prin-
ciple and the Hoyle-Crick hypothesis of directed pan-spermia
for the origin of life on the earth.  However, the  ``direc-
tion''  would  come  from a future higher intelligence using
quantum ``delayed choice'' acting backwards in  time  (self-
creation through super-luminal communication).













Abridged version to be resubmitted for publication  in  Phy-
sics Letters A, North-Holland Pub. Co.



*
 This research was supported by A. L. Chickering (Director,
Institute  of  Contemporary Studies, San Francisco), Susanna
Sedgwick, Major Csaba Szabo (USAR), Lee Porter Butler,  Ran-
dall Tinkerman, and Jagdish Mann.


Sarfatti, 1984                   Super-luminal Communication


     Bussey's [1] reference 3 is my patent disclosure for  a
faster-than-light   communication   device  using  Einstein-
Podolsky-Rosen quantum correlations to  transmit  ``signals-
without-signals''  [2] in the spirit, though not the letter,
of Wheeler's ``delayed choice'' [3],  backwards-in-time.   I
present,  as  a counter-example, a Gedankenexperiment, ``The
Future Machine''.

Bussey writes:

     ``Experimenters I and II shall be free  to  choose  any
     kind  of  measurements to make on particles (1) and (2)
     respectively ... the only way in which II  can  receive
     communication from I is by finding that, as a result of
     activity by I, the probability for (2) to  be  in  some
     particular state has changed.''

     The Gedankenexperiment described below meets  this  re-
quirement because the probability to detect (2) is

                         1
                     P = -(1 + cos 2y)                   (1)
                         4

where  y  is  controlled  by  I  independent  of  the  four-
dimensional  space-time  distance between the two correlated
irreversible detections of (1) and (2) which are lower level
parts of an inseparable whole.

Bussey continues:

     ``Now let I change the configuration of  his  apparatus
     so as to measure a different quantity ... There will be
     a unitary transformation ... Thus, whatever  I  chooses
     to  measure ... the probabilities of given results from
     II's measurements are always the  same.   We  therefore
     conclude  that  there is no way here for I to send sig-
     nals to II, and that any kind of communication, includ-
     ing `super-luminal communication,' is impossible.''

     The  Gedankenexperiment  is  a  simple   and
straight-forward  refinement  of the experiment already per-
formed by Aspect et-al [4].  The encoder I  which  transmits
the  ``telepathic''  [5] quantum ``signal-without-a-signal''
consists of an interferometer.  Two rotating polarizers,  in
phase  at rate w, are placed in the two paths of photon (1).
One path contains an optical delay line in front of  one  of
the rotating polarizers.  The time delay t is short compared
to the coherence time of photon (1).  This implies  that  we
can not measure which path photon (1) takes.  Therefore, ac-
cording to Feynman's  heuristic  interpretation  of  quantum
mechanics, we must coherently add the probability amplitudes
for photon (1) to take one path or the other.  This  results
in  a  non-unitary  transformation  violating  the essential
premise of Busseys's ``proof'' forbidding super-luminal com-


                             2


Sarfatti, 1984                   Super-luminal Communication


munication.   This  crucial non-unitary change in the confi-
guration of  I's  apparatus  violates  the  Galilean  super-
selection  rule that forbids the coherent addition of states
at different times.  It also results in a beautiful general-
ization  of  the  Josephson effect freeing it from cryogenic
temperatures, tiny distances  for  tunneling,  and  electron
pairs.   That is, the ``2'' in the ``2y'' in the above equa-
tion for P comes from  this  non-unitary  transformation  as
shown in detail below.  Therefore, the measure of superlumi-
nal communication, the change in ``the probability  for  (2)
to be in some particular state'' [1], is evidently given by:

                       dP     sin 2y
                       -- = - ------                     (2)
                       dy       2

where y=wt.  This has the form of the Josephson equation.[1]

--------------------

   [1]Feynman [9] points out that information flow from  fu-
ture  to  past  is an effective negative quantum probability
that spoils conservation of probability (unitarity) in ``the
present''   (on  a  single  space-like  slice).   The  dP/dy
``current-without-current'' of locally  decodable  controll-
able  quantum  action  at  an  arbitrary  Lorentz  invariant
space-time distance is the formal  expression  of  Feynman's
intuitive  remark.  Unitarity is restored in the larger vec-
tor  space  of  experimental  potentialities   for   quantum
behavior of the cross-correlated pair.  These potentialities
include controllable nonlocally  induced  instrumental  mal-
functions,  which  occur  in  this  model  with  probability
   2
sin (wt).

If this conjecture turns out to be confirmed  in  laboratory
test, it could lead to real ``psychotronic'' weapons systems
[14], in which thoughts are read out of a mind and and  pro-
jected  into  a  mind directly at a spacetime distance. This
assumes a solution to the mind/matter problem in  which  the
human biocomputer generating mental activity is a nonlocally
connected pi-orbital electron and proton spin switching  net-
                     30
work (containing ~ 10   switches) coupled to electromagnetic
fields through the magnetic moment.

Equation (2) can be intuitively thought of as  the  equation
of ``The Force'' of Star Wars.
The nonmetrical ``current-without-current''  is  a  discrete
nonlocal  analog  to  the  continuous local Yang-Mills phase
connections that restore gauge invariance.  Ordinary signals
come  from  continuous linear group symmetries, for example,
the electromagnetic-weak-strong gluon forces come from phase
connections in a fiber bundle with a continuous ``internal''
structure group.  The local internal group  is  the  inverse
fiber  projection  from  the  nonlocal  principal  bundle of
correlated acts of observer  participation  that  bring  the


                             3







Sarfatti, 1984                   Super-luminal Communication


     The mathematical demonstration of the above conclusions
now  will  be  given.  Use Aspect's two-photon J = 0 ->1 ->0
atomic cascade as the source of pair-correlated light.   The
Future Machine apparatus consists of three mutually incompa-
tible polarization frames of  reference  whose  base  states
are:  |v>,|V> ; |x>,|X> ; |x+y>,|X+Y>  respectively, where v
is the vertical orientation of II's fixed decoder  polarizer
with  a  photon counter behind it.  V is the orthogonal base
state in the horizontal orientation.  x denotes the relative
angle  between  the  the decoder polarizer at II and the two
in-phase rotating encoder polarizers in the non-singular un-
itary  limiting  ``degenerate'' case of y ->0 at the moments
of irreversible photon detections in a fixed  Lorentz  frame
assuming  that the apparati at I and II are at rest relative
to each other.  The X denotes  the  orthogonal  base  state.
Similarly  for  the  third  polarization frame which has the
optical delay line in front of it.  Contrast this configura-
tion of the total apparatus with that in Aspect's experiment
[4] which essentially uses only two  incompatible  polariza-
tion frames rather than three.

     The nonlocal objective frame-invariant second rank spin
tensor  of  the  photon  pair  has  a  representation in the
decoder frame II given by

                    1
        <II|1,2> = --- [ <v|1><v|2> + <V|1><V|2> ] .     (3)
                     -
                   \|2

This state, by Weyl's ``reciprocity'' [6], connecting  ``im-
plicate''  [7] symmetric permutation group ``Young Pattern''
representations to ``explicate'' [7] continuous linear group
representations,   is   a   symmetric  second  rank  tensor,
transforming under the O(2) Lie  group  of  the  polarizers,
whose tableaux is a row with two boxes.

     The  non-unitary  transformation  required  for  super-
luminal  communication comes from applying Feynman's heuris-
tic rule to the encoder interferometer because we must  pro-
ject,  for example, <v|1> to both of the mutually incompati-
ble rotating frames.  Thus, I make the Ansatz:

--------------------
universe  into  being,  in  Wheeler's sense [3].  The lepto-
quark source fields are cross-sections of the fiber bundle.

In contrast, the  quantum  ``telepathic''  ``signal-without-
signal''  is  from a discrete covering fiber whose structure
group is the symmetric permutation group of degree equal  to
the  number  of cross-correlated quanta in the bundle space.
The structure of the network of correlations is given by the
Young Pattern in the sense of Weyl's reciprocity.




                             4







Sarfatti, 1984                   Super-luminal Communication


             1
    <v|1> -> -  [ <v|x><x|1> + <v|X><X|1>
             2


                  + <v|x+y><x+y|1> + <v|X+Y><X+Y|1> ]    (4)

and similarly for <V|1>.

     The non-unitary coefficient (1/2) is necessary  to  get
the correct unitary limit of vanishing super-luminal commun-
ication when y ->0 in which case the two incompatible rotat-
ing  encoder  frames  become  compatible.   We  see that the
clashing encoder frames are a  non-unitary  perturbation  on
the  non-local joint probability amplitudes for the insepar-
able pair due to the creation of new  experimental  alterna-
tives that spoil the completeness of the sets of single pho-
ton states violating normalization  invariance.   These  new
experimental  alternatives are non-locally induced misses in
the photon counter that lower its efficiency.  That is,  the
quantum  action-at-a-distance  causes the instrumentation to
malfunction in a controllable way in order  to  prevent  the
causal  anomalies  inherent  in super-luminal communication.
Thus, in agreement with Godel's last theorem  [8],  any  at-
tempt  to  create a time travel paradox will fail because of
some malfunction in the desired strange  loop  of  ``delayed
choice'' nonlocal processes acting backwards in time.

     The representations[2] of the O(2) group for  J=1  pho-
tons  provide the Dirac transformations between the incompa-
tible polarization frames.  Thus,


  <v|x> = cos x   ;          <v|X> = sin x   ;
  <v|x+y> = cos(x+y)   ;     <v|X+Y> = sin(x+y)   ;   (5)
  <V|x> = - sin x   ;        <V|X> = cos x   ;
  <V|x+y> = - sin(x+y)   ;   <V|X+Y> = cos(x+y)   ;



     We pick up the Josephson effect of  2y  from  the  non-
unitary  transformation by projecting the terms in the time-
delayed rotating encoder frame  back  to  the  earlier  non-
delayed  rotating  encoder  frame.   That is, the O(2) group
once again tells us that:

--------------------

   [2]Make a Wick  rotation  from  the  group  O(2)  to  the
Lorentz   boost   group  O(1,1).   The  trigonometric  Dirac
transformation functions become hyperbolic.   The  ``Joseph-
son''  factor of 2 should have physical significance in this
analytically continued context.





                             5






Sarfatti, 1984                   Super-luminal Communication


    <x+y|1> = <x+y|x><x|1> + <x+y|X><X|1>


            = cos y <x|1> + sin y <X|1>,


    <X+Y|1> = <X+Y|x><x|1> + <X+Y|X><X|1>                      (6)


            = - sin y <x|1> + cos y <X|1>.

Therefore, the non-unitary transformation on the encoder (1)
photon is:

             1
    <v|1> -> - [ cos x <x|1> + sin x <X|1>
             2


               + cos(x+y) (cos y <x|1> + sin y <X|1>)


               + sin(x+y) ( - sin y <x|1> + cos y <X|1>)       (7)


       1
     = - [ <x|1> (cos x  + cos(x+y)cos y  - sin(x+y)sin y )
       2


         + <X|1> (sin x + cos(x+y)sin y + sin(x+y)cos y ) ]


But,  cos(x+y)cos y  - sin(x+y)sin y  =  cos(x+2y) ,

and,  cos(x+y)sin y + sin(x+y)cos y  =  sin(x+2y) .

Therefore, the relevant part of the non-unitary  transforma-
tion takes on the physically transparent form:

         1
<v|1> -> - [ <x|1> (cos x + cos(x+2y)) + <X|1> (sin(x) + sin(x+2y))]  (7')
         2


















                             6







Sarfatti, 1984                   Super-luminal Communication


The right-hand side is substituted into  <II|1,2>  above  to
get:


                                         1
nonlocal joint click-click amplitude = ----- [cos(x) + cos(x + 2y)]
                                           -
                                        2\|2
                                                                       (8)
                                             1
nonlocal joint click-not click amplitude = ---- [sin(x) + sin(x+2y)].
                                              -
                                           2\|2

One can check these results by going to the unitary limit of
y ->0 giving the standard [9] results of:

                                  cos x
                   click-click -> ------
                                     -
                                   \|2

                                    sin x
                 click-not click -> ------             (8' )
                                       -
                                     \|2

for the  quantum  cross-correlations  actually  measured  in
Aspect's  experiment across a super-luminal (space-like) in-
terval[3].

--------------------

   [3]If the phase difference in the encoding interferometer
is  set  at  y=(n+1/2)pi,  n=0,1,2,...  then P=0 and dP/dy=0.
This means that the counters at both  the  encoder  and  the
decoder  jam, failing to detect the photons with probability
1. i.e.  total malfunction of the electromagnetic  detection
equipment  (directed non-nuclear ``EMP'').  The vanishing of
dP/dy means that the efficiency of  superluminal  communica-
tion also drops to zero.  Any attempt to set up an autocidal
causal anomaly in which one tries to stop the sending  of  a
message  from  the future that has been received in the past
will force y =(n+1/2)pi,  [y =w t].  i.e.   w  = (n+1/2)pi/t.
            n               n  n             n
Interestingly enough, these ``jamming points'' (the poles of
the sphere) have the form of Planck oscillations for  black-
body  radiation.   Is  action quantized in order to suppress
causal anomalies ?

Aspect's experiment (the degenerate equator of  the  sphere)
is  at  y=npi, where P=1/2 and again dP/dy=0 corresponding to
vanishing  superluminal  communication,  in  agreement  with
Aspect's ``footnote 10'' [4].

In contrast, the optimum point  (45, 135  latitudes  of  the
sphere)  for superluminal communication is at y =(n+1/2)pi/2,
                                               n

where P=1/4 and dP/dy=+1/2, or w  = (n+1/2)pi/(2t), which  is
                      -         n
again a type of Planck oscillation.

N. Herbert's ``FLASH'' design [13] for superluminal communi-
cation  operates at P=1/4.  Is ``FLASH'' a special case of a



                             7





Sarfatti, 1984                   Super-luminal Communication


     The click probability at one detector, for example, II,
is  the sum of the squared joint amplitudes.  In the general
non-unitary case that ``lifts the degeneracy'' of the Aspect
experiment,  x drops out but y remains as given by the equa-
tion for P at the beginning of this Letter.

     The full nonunitary transformation  is  represented  by
the matrix:


            |cos(x)+cos(x+2y)   sin(x)+sin(x+2y)|
          1 |                                   |
          - |                                   |        (9)
          2 |                                   |
            |-sin(x)-sin(x+2y)  cos(x)+cos(x+2y)|

                                               2
of determinant (1/2)(1+cos 2y) which equals cos y, and trace
cos x + cos(x+2y).   The  determinant vanishes at the ``jam-
ming points'' (see footnote 3), where the transformation be-
comes singular, that is, the inverse fails to exist.

     The real boundary of a complex  unitary  matrix  is  an
orthogonal  matrix.  Equation  (9)  is real nonorthogonal if
y=0, i.e., the product of (9) with its transpose is:
                            
                           2  |1  0|
                        cos y |    |                    (10)
                              |0  1|

The eigenroots of the nonunitary transformation (9) are:

                                  -i2y
                            -ix  e     + 1                 (11)
                     z  = (e   ) ---------
                      1              2

                                  +i2y
                            +ix  e     + 1
                     z  = (e   ) ---------
                      2              2

The characteristic polynomial of the nonunitary  transforma-
tion is:

                     2
                    z  - (z +z )z + z z                 (12)
                           1  2      1 2

In Aspect's experiment y=0 so the eigenroots become:

                               -ix
                         z' = e
                          1

                               +ix
                         z' = e                        (13)
                          2

The Galois group for the Aspect case is obviously S   ,  the
                                                   2
--------------------
``Universal'' Future Machine?





                             8







Sarfatti, 1984                   Super-luminal Communication


symmetric permutation group on two letters.   Thus  when  we
exchange  photons  (1) and (2),  x->-x  so that z'->z' and
                                                 1   2
z'->z'.  Therefore, the structure  of  the  characteristic
 2   1
polynomial is invariant under permutation of the photons.

     In contrast, for the Future Machine we have  x->-x  but
y->y.   Hence, while the determinant z z  is invariant under
                                      1 2
the (12) transformation of S , the trace z +z   is  not  in-
                            2             1  2
variant. i.e:

                    -i2y               -i2y
              -ix  e     + 1      ix  e     + 1
       z  = (e   ) --------- -> (e  ) --------- = z
        1              2                  2        2


                   i2y                i2y
              ix  e    + 1      -ix  e    + 1             (14)
       z  = (e  ) -------- -> (e   ) -------- = z
        2            2                  2        1

That is, the trace has  changed  from  cos x + cos(x+2y)  to
cos x + cos(-x+2y).  Therefore, the Galois
group of the Future Machine is reduced from S  for  Aspect's
                                             2
experiment  to  S   which  contains  only  the  identity. By
                 1
Galois' theorem (1832) this broken nonlocal permutation sym-
metry  is  associated  with a field (vector space) extension
which I  interpret  as  instrumental  malfunctions  yielding
super-luminal  communication.   To my knowledge, this is the
first time that Galois theory, in  its  original  form,  has
been applied to a practical physics problem.

     There is a simple geometric model  for  this
non-unitary transformation.  The total state of the insepar-
able pair can be pictured as a unit vector from  the  center
of a sphere to any point on the surface of the sphere.  x is
the azimuthal angle and y is the complement of the polar an-
gle  in  spherical  polar coordinates.  The unitary limit of
y ->0 constrains the unit vector  to  the  equatorial  great
circle  of the sphere.  The piece of the total state contri-
buting to P is the projection of the unit vector on a  plane
parallel  to  the equatorial plane of length cos y  confined
to a circle of latitude.  The projection of the unit  vector
on the axis from the center to the north pole represents the
new, non-unitary dimensions of non-locally  induced  instru-
mental  malfunctions  of  controllable  action at-a-distance
corresponding  to  y  not   vanishing.    Bussey's   unitary
``proof'' implicitly assumes that the sphere is not there at
all, but only it's equator - like the smile on the  Cheshire
cat.]

--------------------

   [4]It is amusing to note that the larger discrete  nonlo-
cal   permutation   group   S    of  the  Aspect  experiment
                             2
corresponds to the smaller continuous local group O(2) group
                1
of  the circle S  of the sphere's equator, while the smaller
nonlocal  permutation  group  S   of  The   Future   Machine
                               1


                             9





Sarfatti, 1984                   Super-luminal Communication


     The Gedankenexperiment  gets  its  name,  ``The  Future
Machine'', from the following ``delayed choice'' realization:
Place the encoder farther from the source of pair
correlated  light  than  is  the  decoder.   Use ultra-short
pulses of pairs.  The  prediction  is  that  the  P  at  the
decoder  will be determined by the value of y at the encoder
that the twin encoder pulse  is  going  to  find  after  the
decoder  pulse  has  already  been detected.  That is, final
causation from future to past in a controllable reproducible
objective super-determined way is my prediction.  If this is
true then it tells us why the ``Anthropic  Principle''  [10]
for  the big-bang creation of the world is there -- but that
is the subject for another Letter.

     The above derivation assumes, that to a good approxima-
tion,  the  Hamiltonian  H, for the unitary evolution of the
photon pair,  commutes  with  the  photon  spin/polarization
operator S so that: (e.g., in the Heisenberg picture)

                     iHdt  -iHdt
                    e    Se      = S                 (15)

(i.e. S is a constant of the motion).  Therefore, we do  not
have  to  worry  about complications from time-ordered phase
factors of the form

                             i int(H)dt
                          Te                           (16)

in the spin/polarization amplitudes and/or density matrices.
That  is, the polarization correlation information is effec-
tively dynamically decoupled from the translational  degrees
of  freedom for photons.  This would not necessarily be true
for finite rest mass charged particles like electrons  emit-

--------------------
corresponds to the larger continuous local group O(3) of the
        2
sphere S .

The determinant of the nonunitary transformation is the  lo-
cal probability to count a photon in a detector or have that
photon be absorbed in the polarizer that is in front of  the
detector.  For example, the determinant is 1 when y=0 but is
less than 1 when y=0. The deviation from  1  in  the  latter
case is the negative local probability effect of the quantum
action at a distance of superluminal  communication  causing
                                                       2
the instrumentation to malfunction with probability sin  y.

The trace of the nonunitary  transformation  is  essentially
the nonlocal joint probability amplitude to detect both pho-
tons or to not detect both photons no matter how  far  apart
the  detectors are in space-time. This joint probability am-
plitude vanishes at the jamming point y=pi/2.





                             10




Sarfatti, 1984                   Super-luminal Communication


ted in correlated pairs in some kind of  collision  process.
There, the above simple equations may need to be modified.

     The Bogoliubov commutation relations of  quantum  field
theory  express the false axiom of ``locality'' which is in-
consistent with the basic quantum non-locality now  observed
for  photon  spins  in  Aspect's  experiment.   I reject the
canonical field commutation relations as an inconsistency in
quantum  field  theory.   Dispersion relations in scattering
theory are usually put forward as proof of  the  correctness
of microcausality i.e.  the noninterference of quantum meas-
urements over space-like intervals.  A  critical  reexamina-
tion of this belief is now warranted.

     Furthermore, Hawking [11] shows  that  the  microcausal
Bogoliubov  commutation  rules, admitting only causal singu-
larities in the propagators, fail in curved  space-time  and
also  fail  in  thermal equilibrium density matrices in flat
space-time, both of which demand acausal superluminal singu-
larities  in  the  field correlations (propagators) in which
``positive frequencies are now propagated outside the future
tube''  [11],  in violation of locality.  The acausal singu-
larity in curved space-time leads to  entropy  of  exploding
mini  black  holes.   The acausal singularity in flat space-
time may explain collapse of the state  vector  in  measure-
ment.

     Essentially, in my own view, the unimodular eigenvalues
 i theta
e        of  the unitary evolution matrices develop a ``Thom ca-
tastrophic'' [12] imaginary part in theta giving nonunitary col-
lapse or creation of states.  This means that action is com-
plexified -- the imaginary part of the action is outside the
light cone and is the thermodynamic entropy, as first point-
ed out by Prince Louis DeBroglie.





















                             11







Sarfatti, 1984                   Super-luminal Communication


References
----------


[1] P.J. Bussey, Phys. Lett.  90A (1982) 9.  ``Super-luminal
                 ----  ----
communication in Einstein-Podolsky-Rosen Experiments.''

[2] T.F. Jordan, Phys. Lett.   94A  (1983)  264.   ``Quantum
                 ----  ----
Correlations  Do  Not  Transmit  Signals.''  and H.P. Stapp,
private communication.

[3]  J.  Wheeler,  private  communication,  (1982).  and  J.
Wheeler, Frontiers of Time University of Texas, Austin.
         --------- -- ----

[4] A. Aspect, J. Dalibard, and G. Roger, Phys.  Rev.  Lett.
                                          ----   ---   ----
49 (1982) 1804.  ``Experimental Tests of Bell's Inequalities
Using Time-varying Analyzers.''

[5] ``telepathic'' in the sense used by Einstein in his  Au-
                                                         ---
tobiography  published in the Library of Living Philosophers
-----------                   ------- -- ------ ------------
series.

[6] H. Weyl, Theory of Groups and Quantum Mechanics  (Dover,
             ------ -- ------ --- ------- ---------
New York).

[7] D. Bohm, private communication  on  ``Implicate  Order",
Birkbeck College, (1972)

[8] R. Rucker, ``Conversations With Godel'' in Infinity  and
                                               --------  ---
the Mind, (Birkhauser, Boston, 1982),
--- ----

     ``Godel actually constructed a mathematical description
     of  a  possible  universe  in which one can travel back
     through time... [Godel said to me] `time travel is pos-
     sible,  but no person will ever manage to kill his past
     self.  The  a priori is greatly  neglected.   Logic  is
                 - ------
     very powerful.' ''

[9] R.P. Feynman, Int. J. Theor. Phys.  21 (1982) 467.   and
                  ---  -  -----  ----
N.  Cufaro  Petroni and J.P. Vigier, Phys. Lett.  93A (1983)
                                     ----  ----
385 (eq. 7).

[10] P.C.W.  Davies,  The  Accidental  Universe  (Cambridge,
                      ---  ----------  --------
U.K.,  1982).   and  P.C.W. Davies, God and the New Physics,
                                    --- --- --- --- -------
(Simon and Schuster, 1983).  and Fred Hoyle, Evolution  From
                                             ---------  ----
Space, (Touchstone - Simon and Schuster, 1983).
-----

[11] S.W. Hawking, ``Acausal Propagation in  Quantum  Gravi-
ty''  in  Quantum  Gravity - A Second Oxford Symposium.  Ed.
          -------  -------   - ------ ------ ---------
Isham, Penrose, Sciama, Clarendon Press (1981) 393.

[12] C.W. Kilmister in The  Encyclopedia  of  Ignorance  Ed.
                       ---  ------------  --  ---------
Duncan and Weston-Smith, Pocket Books (1978) 175.



                             12







Sarfatti, 1984                   Super-luminal Communication


[13] N. Herbert, Foundations of Physics, (Dec. 1982).
                 ----------- -- -------

[14]

(i) Interview with Brian Josephson (Nobel Prize in  Physics,
1972) in Omni (1982).
         ----

     Josephson says that he is  interested  in  the  quantum
     correlations  of the Einstein-Podolsky-Rosen effect be-
     cause of the possibility that it might allow us to  re-
     ceive  information  over enormous space-time distances.
     Curiously enough, unknown to Josephson at the time,  my
     equation (2) for dP/dy of ``The Force'', is a generali-
     zation of his effect for which he won the Nobel  Prize!
     Unlike ordinary forces carried by Yukawa/Yang-Mills ex-
     change quanta (photons, W vector bosons, strong gluons,
     gravitons,  gravitinos,  and  graviphotons),  the dP/dy
     spin-spin correlation ``current-without-current''  does
     not   diminish   with   increasing  separation  between
     transmitter and receiver. It is not a field  effect  in
     the local classical sense but a nonlocal quantum effect
     coming from the permutation group that underlies  quan-
     tum  statistics  (e.g.  Pauli  exclusion  principle and
     Bose-Einstein condensation).

(ii) R.A. Beaumont ``C[Nth]? On the Strategic  Potential  of
ESP'' in Signal, (Jan. 1982):
         ------

     ``Interest in the  military  potential  of  ESP...  has
     grown  in  recent  years.   Some  of  it stems from the
     search for reliable and jamming-free modes of  communi-
     cation...

     ``And so it is not clear at this point  if  both  sides
     are really just playing with each other, or if there is
     something  really  developing  in  the  realm  of  ESP.
     Spoofing,  deception,  and  camouflage are normal stra-
     tegies in the conduct of war  --  and  peace.   If  ESP
     does  work...  it could allow reliable, unjammable, un-
     monitorable   communication   with   remote   strategic
     weapons, especially the nuclear submarine force...

     ``When looking at the current plight of  policy  makers
     in  respect to ESP, then, it is sobering to recall that
     the vast atomic bomb project of World War II, undertak-
     en  in  fear  of parallel Nazi efforts, was based on an
     unproven hypothesis in a highly theoretical  branch  of
     science.  Nevertheless,  two  days before Pearl Harbor,
     President Roosevelt committed vast and scarce resources
     to  support the work of scientists who had no firm data
     in hand, to seek the exotic goal of loosing the electr-
     ical  bonds  of matter. As a result, what was literally
     science fiction  until  1944  became  brutal  truth  in


                             13







Sarfatti, 1984                   Super-luminal Communication


     1945.''

(iii) March 12, 1982 letter from A.L. Chickering to R.D. de-
Lauer (Undersecretary of Defense, Research and Engineering):

     ``Jack [Sarfatti] says that if, in fact, we can control
     the faster-than-light nonlocal effect, it would be pos-
     sible... to make an untappable and unjammable  command-
     control-communication  (C[3])  system  at very high bit
     rates for use in the submarine  fleet.   The  important
     point is that since there is no ordinary electromagnet-
     ic or acoustic signal  linking  the  encoder  with  the
     decoder in such a hypothetical system, there is nothing
     for the enemy to tap or jam. The enemy  would  have  to
     have  actual  possession  of the `black box' decoder to
     intercept the  message,  whose  reliability  would  not
     depend  on  separation from the encoder nor on ocean or
     weather conditions!

     ``... the CIA (Memorandum for the Record,  December  4,
     1979) described Jack's intuitive ideas as highly specu-
     lative but `genuine basic research' lacking  experimen-
     tal  support...  Jack  suspects  that  Igor Akchurin, a
     member of the Soviet Academy of Sciences  and  Director
     of  the  Moscow  Institute  of  Philosophy, is thinking
     along lines similar to  his  own.  (I  understand  that
     Akchurin  even  sent  Jack a Christmas card a couple of
     years ago  with  an  inscription  like  `Yours  in  the
     telepathic  spirit  of new physics.') ...  Wheeler does
     not, however, go as far as Jack on the  control  issue.
     In  fact,  he  once described Jack's attempt to control
     this effect as `moonshine'. On the other hand, Jack  is
     fond  of telling the story of how Lord Rutherford, dis-
     coverer of the atomic nucleus, in the thirties used the
     same word in relation to the idea of a nuclear bomb.''

(iv) W.J. Broad ``Pentagon is Said to Focus on ESP for  War-
time Use'', in The New York Times (Jan. 10, 1984) p. 17:
               --- --- ---- -----

     ``In 1977 ... President Carter ordered the Central  In-
     telligence  Agency  to  conduct  a high-level review of
     psychic research behind the Iron Curtain in an  attempt
     to  assess  a possible Soviet threat ... Advocates such
     as Representative Charlie Rose, a North Carolina  Demo-
     crat on the House Select Committee on Intelligence, say
     that the possibility of  psychic  warfare  is  all  too
     real,  and  might  one  day call for a crash program of
     development similar to the Manhattan Project that built
     the  first  atom  bomb. ... McRae contends that psychic
     research was used to evaluate  the  MX  missile  `shell
     game'  mode  ... Such episodes, according to Mr. McRae,
     are part of a `30 year record of  psychic  research  in
     the CIA, the Army, Navy, Air Force, Marine Corps, NASA,


                             14







Sarfatti, 1984                   Super-luminal Communication


     and the Defense Intelligence Agency ... ' ''

(v) interview with Barbara Honegger in Omni (Mar.  1984)  p.
                                       ----
35 and R.M. McRae ``Mind Wars'' in Omni (April 1984) p. 60 :
                                   ----

     ``Equally astounding, however, were the conclusions  of
     a 1972 Defense Intelligence Agency (DIA) study ... `So-
     viet efforts ... sooner or later might enable the  Rus-
     sians to do some of the following: A. Know the contents
     of top-secret U.S. documents,  the  deployment  of  our
     troops  and  ships,  and the location and nature of our
     military installations. B. Mold  the  thoughts  of  key
     U.S.  military  and  civilian leaders at a distance. C.
     Cause the instant death of any U.S. Official at a  dis-
     tance. D. Disable, at a distance, U.S. equipment of all
     types, including spacecraft.' ''

(vi) Lt.Col. J.B. Alexander ``The New  Mental  Battlefield''
in Military Review (Dec. 1980):
   -------- ------

     ``The use of telepathic hypnosis also holds  great  po-
     tential  (for  use  by  the  military). This capability
     could allow agents to be deeply planted with  no  cons-
     cious knowledge of their programming.''


Note:
----


How can we make an  untappable  unjammable  command  control
communication  (C[3])  system  to replace the unreliable low
bit-rate ``ELF'' system that the U.S. Navy wants?

We need to develop lasing and/or masing sources of correlat-
ed  pairs of labeled pulses.  We also need long-lived ``bot-
tles'' to  store  sequences  of  these  labeled  macroscopic
pulses  (e.g. ultra-high Q resonators for pairs of polariza-
tion correlated electromagnetic pulses).  We must also study
the potential for using correlated pairs of elementary exci-
tations in materials (e.g. transverse  optical  phonons  and
magnetic spin waves) provided that we can break the material
into two pieces without destroying the polarization correla-
tions.

The first Future Machine may be built with correlated  pairs
of  neutron pulses because of the new ``neutron interferome-
ter'' [see D.M. Greenberger, ``The Neutron Interferometer as
a  Device  for  Illustrating the Strange Behavior of Quantum
Systems'', Rev. Mod. Phys.  55, 875 (1983)].  But the  range
           ---  ---  ----                                  3
of  a  neutron  Future  Machine  would  be  limited to   10
                                                       ~
seconds into the future because of the  weak  decay  of  the
free  neutron.   Relativistic neutrons would live longer be-
cause  of  Einstein's  time  dilation  but  their  DeBroglie


                             15







Sarfatti, 1984                   Super-luminal Communication


wavelength  would  be too short for Bragg scattering off the
atomic crystal planes of the neutron interferometer.

The  main  idea  is  that  the   encoder/decoder   observer-
participators  are  free to choose when to pass their pulses
through their transmitting and receiving detection equipment
in  regions I and II.  They must choose the same sequence of
labeled macroscopic pulses in order not to garble  the  mes-
-------
sage.  The sequence of choices of the nonlocal control vari-
able y=wt made by the active  encoder  observer-participator
(in  the region I world tube) would be one-to-one duplicated
by the sequence of values of P and/or dP/dy observed by  the
passive  decoder  observer-participator  (in  the  region II
world tube).

Since there is no ordinary signal propagating from I  to  II
in  this  process, there is nothing for the ``enemy'' to tap
or jam.  Intervening  weather  or  sea  conditions  are  ir-
relevent.   This system would be ideal for interstellar voy-
ages if we could harness zero point energy  for  propulsion.
Can  we make a quantum telescope to see the future universe?
Yes, if this theory is true and if advanced future  intelli-
gences  have  their encoding interferometers waiting for our
pulses.

For example, if we could build a zero point energy propelled
Star  Ship,  the  Einstein ``Twin Paradox'' of special rela-
tivity tells us that the astronauts would  travel  into  the
far  future  of  the friends they left behind. Nevertheless,
the Future Machine, in the ``black box'' version (using  un-
tappable unjammable ``bottles''),would enable the astronauts
to tell their friends what the future universe is  like  in-
cluding  the  future state of the earth if they chose to re-
turn to it.

The zero point energy locked into the unstable mutable quan-
tum vacuum state is enormously larger than thermonuclear en-
ergy. This would enable the Star Ship to get very  close  to
the  speed  of light relative to the earth, thereby enabling
it to get further into the future.

Fred Hoyle argues that the DNA  molecule  arrived  on  earth
essentially  intact at the time of the origin of life on our
planet. It begs the question to say that  some  past  higher
intelligence  designed  the  DNA because then we can ask who
designed that past higher intelligence? We are forced to put
Hoyle's higher intelligence into the far future. Freeman Dy-
son in his `Time without end'' (in  Reviews of  Modern  Phy-
sics)  models  such  a  higher intelligence. I.J. Good (Dis-
tinguished Professor of  Statistics  at  Virginia  Polytech,
formerly  of  British Intelligence in WWII with Alan Turing)
has named such a superluminal  entity  ``GOD(D)''.  One  may
also wonder if the ``Mind'' of ``GOD(D)'' does not reside in


                             16







Sarfatti, 1984                   Super-luminal Communication


the spin correlations of the virtual zero point  fluctuating
quanta of the vacuum state?


Acknowledgments
---------------

I would like to thank Kim Burrafato (V.P., Apex  Information
Systems)  for  reviewing  this  manuscript,  and Creon Levit
(NASA Ames Research Center) for  reviewing  the  manuscript,
doing  the computer graphics, computer-aided algebraic mani-
pulations, and typesetting.












































                             17



------