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Lichtinger, Manfred 2010<br />

Physik am Abgrund: die Vollendung der einheitlichen<br />

Feldtheorie und die Renaissance des Lichtäthers /<br />

Manfred Lichtinger. - Hanau: Haag + Herchen 2010.<br />

299 S. - Status: Kandidat..- Quelle: GVK.<br />

Ling, Zhi 2005<br />

Discussion on concept of new time [in chines. Sprache?]<br />

/ Ling Zhi.<br />

In: World science (chines.). 2005, Nr. 5, S. 44-45.<br />

Status: Kandidat. - Quelle: Li, Zifeng 2006 (Views).<br />

Linke, Paul Ferdinand 2005<br />

Relativitätstheorie und psychologische Zeit / P. F.<br />

Linke.<br />

In: Die Relativitätstheorie fällt. Hrsg.: G. Anger, J.<br />

P. Wesley, H. Kaegelmann. Windeck/Sieg 2005, S.<br />

125-128. - Status: Kritik. - Quelle: Autopsie.<br />

Linke, Paul Ferdinand 2005<br />

Relativitätstheorie und Relativismus (Auszug): Betrachtungen<br />

über Relativitätstheorie, Logik und Phänomenologie<br />

/ P. F. Linke.<br />

In: Die Relativitätstheorie fällt. Hrsg.: G. Anger, J.<br />

P. Wesley, H. Kaegelmann. Windeck/Sieg 2005, S.<br />

212-213.<br />

Original-Veröff. in: Annalen der Philosophie. 2. 1921, H.<br />

3: Zur Relativitätstheorie, S. 397-438.<br />

Status: Kritik. - Quelle: Autopsie.<br />

Lipsius, Friedrich Reinhard 2005<br />

Die logischen Grundlagen der speziellen Relativitätstheorie<br />

(Auszug) / von F. Lipsius.<br />

In: Die Relativitätstheorie fällt. Hrsg.: G. Anger, J.<br />

P. Wesley, H. Kaegelmann. Windeck/Sieg 2005, S.<br />

213-218.<br />

Original-Veröff. in: Annalen der Philosophie. 2. 1921, 439-<br />

446. - Status: Kritik. - Quelle: Autopsie.<br />

Liu, Dayi 2003<br />

A debate between relativity and the concept of classics<br />

space-time & matter [in chines. Sprache] / Liu<br />

Dayi.<br />

In: Invention and Innovation [chines.]. 2003, Nr.<br />

9, S. 36.<br />

Status: Kandidat. - Quelle: Li, Zifeng 2006 (Moving<br />

objects).<br />

Liu, Dayi 2003<br />

Making zero divisor is a math mistake [in chines. Sprache]<br />

/ Liu Dayi.<br />

In: Invention and Innovation [chines.]. 2003, Nr.<br />

10, S. 37.<br />

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

194<br />

Status: Kritik. - Quelle: Li, Zifeng 2006 (Moving<br />

objects).<br />

Liu, Gong 2005<br />

Discussing the non-completeness of theory of relativity<br />

[in chines. Sprache] / Liu Gong and Liu Wei.<br />

In: Fu, Yuhua 2005 (Research and challenge), S.<br />

37-38. [Referat in engl. Spr.]<br />

SRT. GLZ. ART. GOEDEL.<br />

Y. Fu berichtet (S. 37-38): "The special theory of relativity<br />

and the general theory of relativity all are incomplete.<br />

The special theory of relativity merely embarked<br />

from the principle of invariance of light speed and the<br />

relativity principle, launched her space-time transformation,<br />

relativistic mechanics (the core are massvelocity<br />

relation and mass-energy relation), relativistic<br />

electrodynamics, its most important invariability is the<br />

invariability under the Lorentz transformation. However,<br />

the mathematical logic Godel first noncompleteness<br />

theorem tells the people, one form system P contained<br />

the primary theory of numbers and first order logic, if is<br />

consistent, then P certainly is incomplete, certainly at<br />

least has one proposition A which cannot be proven, A<br />

with [Formel] may not be proven. Because the special<br />

theory of relativity persisted the invariability under the<br />

Lorentz transformation from beginning to end, according<br />

to the Godel theorem, she must be incomplete, thereinto<br />

at least has one proposition [Formel] may not be proven.<br />

In fact, may prove that, for the special theory of<br />

relativity under the condition C>V>V', there exists the<br />

negative velocity [Formel] spreaded along with the<br />

positive direction, there also exists the negative distance<br />

[Formel] simultaneously. In the special theory of<br />

relativity, they may not be proven that they are true or<br />

false, they are the two big ironclad proofs for the noncompleteness<br />

of the special theory of relativity.<br />

The origin lies in, as the beginning of special theory<br />

of relativity, for solving the square of transformation<br />

coefficients [Formel], only the positive root [Formel]<br />

is retained, put away the negative root [Formel]. If<br />

accepting this negative root, above two big difficulties<br />

may be readily solved because of accepting space-time<br />

simultaneity inversion, but, here the space-time inversion<br />

must destroy the Lorentz invariability: To appear<br />

the acceleration field, appear the negative arrival time,<br />

appear the negative mass, appear the negative energy,<br />

thus appear significant destruction for the space-time<br />

inversion invariance, this kind of invariance destroying<br />

not only thoroughly shakes the special theory of relativity,<br />

but also must seriously affect the general theory of<br />

relativity.<br />

Therefore, we believe, the general theory of relativity<br />

also is incomplete, this means that, the general theory<br />

of relativity, as the accelerated motion theory and merely<br />

is the gravitational theory, also is incomplete. The<br />

complete theory of relativity must be the non-harmonious<br />

or the dual theory, at the same time that she<br />

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