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of the relativity of simultaneity - 6. determined by<br />

measurement - 7. a perspective effect - 8. mathematical.<br />

Here is a small selection from the literature:<br />

1. Effects are true but not really true:<br />

Pride of place goes to Eddington [1928, 33-34]: "The<br />

shortening of the moving rod is true, but it is not really<br />

true."<br />

2. Effects are real:<br />

Arzelies [1966, 120-121]: The Lorentz Contraction<br />

is a Real Phenomenon. ... Several authors have stated<br />

that the Lorentz contraction only seems to occur, and is<br />

not real. This idea is false. So far as relativistic theory is<br />

concerned, this contraction is just as real as any other<br />

phenomenon. Admittedly ... it is not absolute, but depends<br />

upon the system employed for the measurement;<br />

it seems that we might call it an apparent contraction<br />

which varies with the system. This is merely playing<br />

with the words, however.<br />

We often encounter the following remark: The length<br />

of a ruler depends upon its motion with respect to the<br />

observer. ... From this, it is concluded once again that the<br />

contraction is only apparent, a subjective phenomenon. ...<br />

such remarks ought to be forbidden.<br />

Krane [1983, 23-25]: It must be pointed out that<br />

time dilation is a real effect ... The length measured by<br />

the moving observer is shorter. It must be emphasized<br />

that this is a real effect.<br />

Matveyev [1966, 305]: A body is, therefore, "flattened"<br />

in the direction of motion. This effect is a real<br />

effect ...<br />

Møller [1972, 44]: Contraction is a real effect observable<br />

in principle by experiment. It expresses, however,<br />

not so much a quality of the moving stick itself as rather a<br />

reciprocal relation between measuring-sticks in motion<br />

relative to each other. ... According to relativistic conception,<br />

the notion of the length of a stick has an unambiguous<br />

meaning only in relation to a given inertial frame.<br />

... This means that the concept of length has lost its<br />

absolute meaning.<br />

Pauli [1981, 12-13]: We have seen that this contraction<br />

is connected with the relativity of simultaneity,<br />

and for this reason the argument has been put forward<br />

that it is only an "apparent" contraction, in other words,<br />

that it is only simulated by our space-time measurements.<br />

If a state is called real only if it can be determined<br />

in the same way in all Galilean reference systems, then<br />

the Lorentz contraction is indeed only apparent, since<br />

an observer at rest in K' will see the rod without contraction.<br />

But we do not consider such a point of view as<br />

appropriate, and in any case the Lorentz contraction is<br />

in principle observable.<br />

Schwinger [1986, 52]: Each will observe the other<br />

clock to be running more slowly. This is an objective<br />

fact. It is not a property of clocks but of time itself.<br />

Tolman [1987, 23-24]: Entirely real but symmetrical.<br />

3. Relativistic effects are not physically real:<br />

Taylor & Wheeler [1992, 76]: Does something about a<br />

G. O. Mueller: SRT. Kap. 4-Erg.<br />

320<br />

clock really change when it moves, resulting in the<br />

observed change in the tick rate? Absolutely not! Here<br />

is why: Whether a clock is at rest or in motion ... is controlled<br />

by the observer. You want the clock to be at<br />

rest? Move along with it. ... How can your change of<br />

motion affect the inner mechanism of a distant clock? It<br />

cannot and it does not.<br />

4. Relativistic effects are apparent:<br />

Aharoni [1985, 21]: The moving rod appears shorter.<br />

The moving clock appears to go slow.<br />

Cullwick [1959, 65, 68]: [A] rod which is at rest in<br />

S' ... appears to the observer O to be contracted ...<br />

Similarly, a rod at rest in S will appear in S' to be<br />

contracted....<br />

Jackson [1975, 520]: The time as seen in the rest<br />

system is dilated.<br />

Joos [1958, 243-244]: The interval appears to the<br />

moving observer to be lengthened. A body which appears<br />

to be spherical to an observer at rest will appear to<br />

a moving observer to be an oblate spheroid.<br />

McCrea [1954, 15-16]: The apparent length is reduced.<br />

Time intervals appear to be lengthened; clocks appear<br />

to go slow.<br />

Nunn [1923, 43-44]: A moving rod would appear to<br />

be shortened. An interval is always less than measured<br />

by the other observer.<br />

Whitrow [1980, 255]: Instead of assuming that there<br />

are real, i.e. structural, changes in length and duration<br />

owing to motion, Einstein's theory involves only<br />

apparent changes, and these are independent of the<br />

microscopic constitution and hidden mechanisms<br />

controlling the structure of matter. [Unlike]... real<br />

changes, these apparent phenomena are reciprocal.<br />

5. Relativistic effects are the result of the relativity<br />

of simultaneity:<br />

Bohm [1965, 59]: When measuring lengths and intervals,<br />

observers are not referring to the same events.<br />

French [1968, 97] - Rosser [1967, 37] - Stephenson<br />

& Kilmister [1987, 38-39]: Measurements of lengths<br />

involve simultaneity and yield different numerical values.<br />

6. Relativistic effects are determined by measurements:<br />

Schwartz [1972, 113]: Each observer determines<br />

distances to be foreshortened.<br />

7. Relativistic effects are comparable to perspective<br />

effects:<br />

Rindler [1991, 25-29]: Moving lengths are reduced,<br />

a kind of perspective effect. But of course nothing has<br />

happened to the rod itself. Nevertheless, contraction is<br />

no illusion, it is real. Moving clocks go slow, a 'velocityperspective'<br />

effect. Nothing at all happens to the clock<br />

itself. Like contraction, this effect is real.<br />

8. Relativistic effects are mathematical:<br />

Eddington [1924, 16-18]: The connection between<br />

lengths and intervals are problems of pure mathematics.<br />

A travelling clock gives a low reading.<br />

Minkowski [1908, 81]: [The] contraction is not to<br />

be looked upon as a consequence of resistances in the<br />

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