A note for skeptics all over the world
As you know, there are two categories of people. The thinkers and the skeptics. The thinkers are usually creative whereas the skeptics are rarely creative. Most of the times, the skeptics offend and denigrated our intelligence. I have the opinion that this quackery about classical homeopathy must stopped now and forever.
The homeopathic remedy was a ‘’ black box ‘’ for the science for over 200 years because of Avogadro’s law. This means that in high diluted solutions, over 12ch, do not exist starting materials.
The skeptics rely on this and so they can to deride homeopathy.
On the contrary the thinkers like us dispute this law because there is no mathematical proof able to support it , so that this law can have a place among natural ones.
Many years ago we proved mathematically at first that Avogadro’s law does not apply for high dilutions. The whole mathematical proof included as appendix in one book of Professor G.Vithoulkas ‘’A New Model for Health and Disease ‘’ New expanded edition ,International Academy of classical Homeopathy ,2008, ISBN 1-55643-087-6 pp.200-222
It was the beginning. Later in ‘’ Homeopathy (2010) 99, 231-242 _ 2010’’ , Prashant Satish Chikramane, Akkihebbal K Suresh, Jayesh Ramesh Bellare and Shantaram Govind Kane wrote an article '' Extreme homeopathic dilutions retain starting materials: A nanoparticulate perspective'', as well as in IJHDR 2011; 10(37): 299-310 Rajendra Prakash Upadhyay, Chaturbhuja Nayak ‘’ Homeopathy emerging as nanomedicine ‘’, highlighted in laboratory what we proved mathematically.
In 2012 at Athens Technological university, in our own research, we not only highlighted that Avogadro's law is not valid but also we thought that this research puts solid foundation for the future of research in homeopathy .The paper will be published soon .However, we will continued our research.
For these reasons, we invite all these gentlemen to prove with the same tools namely mathematics that Avogadro’s law is valid in high dilutions. Classical Homeopathy is a mathematical therapeutic system and belongs in nonlinear sciences and that is why there is a mathematical base for the homeopathic remedy , for the law of suppression of symptoms, for the law of Simillimum, for the mistakes in approach of disease by allopathy, etc. Yet, the name ‘‘classical homeopathy ‘’ is a topological equation.
In the end, we say that classical homeopathy is a dominant and not a complementary or alternative medicine and that is why we will wait eagerly for a response .
The homeopathic remedy was a ‘’ black box ‘’ for the science for over 200 years because of Avogadro’s law. This means that in high diluted solutions, over 12ch, do not exist starting materials.
The skeptics rely on this and so they can to deride homeopathy.
On the contrary the thinkers like us dispute this law because there is no mathematical proof able to support it , so that this law can have a place among natural ones.
Many years ago we proved mathematically at first that Avogadro’s law does not apply for high dilutions. The whole mathematical proof included as appendix in one book of Professor G.Vithoulkas ‘’A New Model for Health and Disease ‘’ New expanded edition ,International Academy of classical Homeopathy ,2008, ISBN 1-55643-087-6 pp.200-222
It was the beginning. Later in ‘’ Homeopathy (2010) 99, 231-242 _ 2010’’ , Prashant Satish Chikramane, Akkihebbal K Suresh, Jayesh Ramesh Bellare and Shantaram Govind Kane wrote an article '' Extreme homeopathic dilutions retain starting materials: A nanoparticulate perspective'', as well as in IJHDR 2011; 10(37): 299-310 Rajendra Prakash Upadhyay, Chaturbhuja Nayak ‘’ Homeopathy emerging as nanomedicine ‘’, highlighted in laboratory what we proved mathematically.
In 2012 at Athens Technological university, in our own research, we not only highlighted that Avogadro's law is not valid but also we thought that this research puts solid foundation for the future of research in homeopathy .The paper will be published soon .However, we will continued our research.
For these reasons, we invite all these gentlemen to prove with the same tools namely mathematics that Avogadro’s law is valid in high dilutions. Classical Homeopathy is a mathematical therapeutic system and belongs in nonlinear sciences and that is why there is a mathematical base for the homeopathic remedy , for the law of suppression of symptoms, for the law of Simillimum, for the mistakes in approach of disease by allopathy, etc. Yet, the name ‘‘classical homeopathy ‘’ is a topological equation.
In the end, we say that classical homeopathy is a dominant and not a complementary or alternative medicine and that is why we will wait eagerly for a response .
