Fritz-Albert Popp
Fritz-Albert Popp has a total of 2 co-authors. Here are the top co-authors by number of shared publications:
Av Tschulakow
Landesstiftung Insel Hombroich, Kapellener Strasse o.N., D- 41472 Neuss, Germany
1 shared publicationY Yan
Landesstiftung Insel Hombroich, Kapellener Strasse o.N., D- 41472 Neuss, Germany
1 shared publication
Latest Publications
- 1 January 2009
- Published by Taylor & Francis in Electromagnetic Biology and Medicine
- Vol. 28 (1) , 53-60
Cancer Growth and Its Inhibition in Terms of Coherence
It is shown that a molecular origin for growth inhibition is rather unlikely because the cross-sectional area of inhibitory forces in a cell population cannot exceed more than about 10−8 Dalton. A model of the time dependence of cell number N(t), where t is the time, is based on biophotons and explains without any contradiction to known experimental results growth regulation in terms of the factor a = 1/T, which stimulates the cell division rate dN/dt and the factor b = dT/dN(1/T2), which inhibits cell division. It accounts for the total cell division rate dN/dt = aN(t) − bN2(t). For adults, T is the coherence time of about 106 s, corresponding to the longest lifetime of cell organelles in men, while dT/dN = 10−7 s corresponds to the resolution time of the cell population which is always the average time interval between two cell loss events. Our model follows a stringently holistic approach to describing a cell population as an entity, regulated by a fully coherent (biophoton) field.
- 1 January 2009
- Published by Taylor & Francis in Electromagnetic Biology and Medicine
- Vol. 28 (1) , 53-60
Cancer Growth and Its Inhibition in Terms of Coherence
It is shown that a molecular origin for growth inhibition is rather unlikely because the cross-sectional area of inhibitory forces in a cell population cannot exceed more than about 10−8 Dalton. A model of the time dependence of cell number N(t), where t is the time, is based on biophotons and explains without any contradiction to known experimental results growth regulation in terms of the factor a = 1/T, which stimulates the cell division rate dN/dt and the factor b = dT/dN(1/T2), which inhibits cell division. It accounts for the total cell division rate dN/dt = aN(t) − bN2(t). For adults, T is the coherence time of about 106 s, corresponding to the longest lifetime of cell organelles in men, while dT/dN = 10−7 s corresponds to the resolution time of the cell population which is always the average time interval between two cell loss events. Our model follows a stringently holistic approach to describing a cell population as an entity, regulated by a fully coherent (biophoton) field.
- 13 October 2005
- Published by Georg Thieme Verlag KG in Homeopathy
- Vol. 94 (04) , 241-247
A new approach to the memory of water
We investigated whether water has a ‘memory’ for succussion compared to unsuccussed controls. The method is based on a bioassay using dinoflagellates. The duration of memory measured by this method is at least 10 min, and may be longer. The effect may be based upon solitons. A hypothesis about the mode of action of homeopathy may be experimentally investigated by this method.
- 13 October 2005
- Published by Georg Thieme Verlag KG in Homeopathy
- Vol. 94 (04) , 241-247
A new approach to the memory of water
We investigated whether water has a ‘memory’ for succussion compared to unsuccussed controls. The method is based on a bioassay using dinoflagellates. The duration of memory measured by this method is at least 10 min, and may be longer. The effect may be based upon solitons. A hypothesis about the mode of action of homeopathy may be experimentally investigated by this method.
- 1 January 2003
- Published by Springer Nature
- p. 387-438
Biophotons — Background, Experimental Results, Theoretical Approach and Applications
- 1 January 2003
- Published by Springer Nature
- p. 387-438
Biophotons — Background, Experimental Results, Theoretical Approach and Applications