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INTERNATIONAL INSTITUTE
OF BIOPHYSICS
Some Features of Biophotons and their Interpretation in Terms of Coherent States(5)
Fritz-Albert Popp
In this model, there is no difficulty to understanding that compounds
that work as carcinogens may at the same time induce cell divisions. For ,
the transition from coherent states to number states reduces the coherence
volume, say, to the size of a cell. The photocount statistic changes then
within a cell from a Poissonian distribution to a geometrical one. As a
consequence, photon bunching takes place, doubling the probability of absorbing
a second photon as soon as a first photon is created. This is the most
favourable condition as well as the most reliable signal for cell division.
A lot of papers [16] have already been written on this subject, and we
will not repeat all the arguments here. It is also obvious that Alexander
Gurwitsch's "mitogenetic radiation" finds a clear interpretation without
any contradiction to the theory of coherent states in living systems.
Let us take a simple but persuasive example. "Mitogenetic radiation"
is the part of the coherent field that decays into number states. This
means that the growth induction has to follow a linear relationship ,
where N is the number of cells, m a proportionality constant as a measure
of biophoton intensity per cell and the
number of cell divisions per unit of time (counting the growth rate). On
the other hand, every coherent photon inhibits the growth rate and is proportional
to the square of cells, i.e. , where C is
a measure of coherence. Consequently, the growth rate in a cell population
follows the law
(23)
Fig.2 displays an example.
Figure 2.
The biophoton intensity (left side) correlates to
the cell growth (right side). The growth rate (right side) follows rather
accurately eq.(23). This means that biophotons are not products of cell
division but the real inductors, working as "mitogenetic radiation".
Acknowledgements
After thirty years work on biophotons - in particular on the theory
of their coherence - it is time to express my thanks to all who stimulated,
supported or enunciated this idea in various personal discussions.
Among others there are Yakir Aharanov, Wolfgang Bahr, Rajendra Bajpai,
Lev Beloussov, Otto Bergsmann, Marco Bischof, Peter Böhm, Josef Böhm,
David Bohm, Wolfgang Bongartz, Gideon Carmi, Jiin-Ju Chang, Barbara and
Stan Chwirot, Sophie Cohen, Gisela Draczynski, Brenda Dunne, Hans-Peter
Dürr, Herbert Fröhlich, Michael Galle, Karl-Heinz Gebhardt, Gerd
Grolig, Qiao Gu, Anna Gurwitsch, Julius Hackethal, Karin Hermann, Mae-Wan
Ho, Josef Issels, Bob Jahn, Gottfried Kellner, Lebrecht von Klitzing, Fritz
Kramer, Ke-hsueh Li, Hao-Bai Lin, Peter Mandel, Jürgen Matschke, Ludger
Mersmann, Thomas Meyn, Rajen Mishra, Franco Musumeci, Walter Nagl, Hugo
Niggli, Gerhard Pindur, Alfred Pischinger, Hal Puthoff, Ilya Prigogine,
Martin Rattemeyer, Bernhard Ruth, Peter Saunders, Denis Schamhart, Hans-Günter
Schmidt, Werner Scholz, Wolfram Schommers, Bernd Schulze, Xun Shen, Janusz
Slawinski, Jan Souren, Ulita Staszkiewicz, Vladimir Voiekov, Roeland van
Wijk, Karl Windstosser, Peter Wulle, Yan Yu, Bernd Zeiger, Chang-lin Zhang.
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