Wednesday, 15 April 2026

Thanks to physics through which I ever dreamt in my future 2016

 

 

Thanks to physics through which I ever dreamt in my future



TANAKA Akio


In the days of high school, I deeply dreamt that someday physics would perfectly write over this world's phenomena by the clearest descriptions. So I had longed for studying physics in the future. But I selected language's diverse and wide field at the university, from where returning to the clear description like mathematics needed long and winding road for me. Now in my mind language and physics/mathematics are happily living together for constructing the world's main frame. 

I wonder why I took so much time to reach here. Long time ago, at least the days I strongly influences by Pascal , philosophy and mathematics were both sides of areas for solving the world's hard problems. It is appropriate that the problems should be solved using all the tools from all the areas, should not be partitioned any artificial walls. From now on, philosophy so far may be partially solved by mathematics and mathematics might open to the door of complexed phenomena in the world never being written clearly. 

Now they are surely solved one by one by the researchers and we feel the solutions like those are becoming common sense now. Probably only I reached here being delayed. But at last I am now situated in a tranquil field. Thanks so many pioneers who had cultivated difficult problem to the easier states for applying to the different fields. Especially to mathematicians. Also to physicians through whose worlds I ever dreamt in my future.

References:
  1. Substantiality Dedicated to SAPIR Edward / 27 February 2005
  2. To my dear friend, KANEKO Yutaka / 22 May 2013
  3. Half farewell to Sergej Karcevskij and the Linguistic Circle of Prague / 23 October 2013 
  4. Language, Amalgamation of Mathematics and Physics / 15 April 2014
  5. Perhaps Return to Physics /16 August 2014
  6. Winding road to physics / 10 April 2015

Tokyo
24 April 2016

Intuition and Mathematics 2012

 


                                                         

                                                  Intuition and Mathematics


TANAKA Akio

               
  Tokyo, 30 August 2012              

Intuition and mathematics are deeply concerned with each other. In my stand, intuitive concept is first flowing up and the next mathematical description is arranged. According to this situation, intuition is very important and if there is no such flowing up thinking, the development is almost not so easy proceeding. The time concept in language is the key concept of my language model that is at first found from the ancient Chinese characters' construction and after writing a short intuitive paper, the more precise descriptions are took up using mathematics especially of geometry. But at the deepest basis of language, time is seemed to be infinitive but not spread tin a strait line to the future, more likely going round as  circle or circular situation. This conjecture was firmed by Yi-jing that is one of the Five Great Classics of China. I received the lecture on Yi-jing from philosopher NISHI Junzo some five years at the university. The world of Yi-jing consists from perfect infinitive circularity and this world is perfectly recognised by human for its closed situation of infinity. It is very hard to recognise infinity as perfect whole image and Yi-jing is resolved this baffling problem through the shut-in world, that is "compact" concept of mathematics.

Another pass way to mathematics 2013

 

Another pass way to mathematics

2 January 2013
TANAKA Akio
Tokyo
SRFL

In some 40 years I had concerned with mathematics to which I only had read several books as if it is  the books of arts, for example, the verses of Chinese classics that are always obscure to understand by my Chinese ability. On the Tang Dynasty’s famous poet, DU fu’s work I had not clearly understood, probably till now. But the works are all pleasant in its own way. As like them mathematics I had read some books and papers. Definitely  I could not make DU Fu-like work. But I liked DU Fu so much. And I also cannot understand mathematics anymore, but also like it. If there be not valuation that is usual done at school, more people maybe like it as same as they read poems putted before them. Mathematicians are put to study stern logics for its long history while the poets make poems that need severe rules of rhythm and meaning. That is all, for my standpoint on mathematics or Chinese classics or my life.