A New Approach to Uncertainity Problem in The Direction of Current Neuroscience and Algebraic Informations: A Brain Based Analysis
A New Approach to Uncertainity Problem in The Direction of Current Neuroscience and Algebraic Informations: A Brain Based Analysis
According to current information the secrets of the universe can not be solved by using rational numbers because the irrational numbers have been used more than the rational numbers in the creation of universe but the real values of irrational numbers have not been known. The most excellent program of brain is written in left angular gyrus in right handed persons; but unfortunately the nural networks of angular gyrus do not have the understanding ability of irrational numbers so far. And even, angular gyrus lesions can cause the loss of normal mathematical ability that this phemonon is known as The Gerstmann’s Syndrome. Then, we hypothetised that it is impossible to destroy uncertainity problem unless irrational numbers are rationalised. If the neural networks of angular gyrus will more develop by evolution mechanisms, the irrationality problem would be solved in the future? Agulary gyruses analyzed a synoptically by clinical and experimental ways. We show that normal angular gyrus could not solve irrationality and the more developed neural networks of the angular gyrus could succed in the uncertainity problem solving by irrationality. Interestingly, the more clever wild cats have more mathematical ability than domestic cats because wild cats have more glial cells in their bigger angular gyruses than domestic cats. If so, has angular gyrus has not been thoroughly developed to understand irrational numbers? According to current theories, have all of us Gerstmann’s Syndrome?
Keywords:
Mathematics, Neorusorgery,
___
- Aydın MD, Malkoc I, Aydin N, Tozoglu EO, Sipal S, Ozmen S, Altınkaynak K: Angular Gırus Ve Glıa Hücrelerının Fraktal Yapısının Matematık Zekası Üzerıne Etkısı: Deneysel Çalışma: TND 32. Bilimsel Kongresi- Türk Nöroşirürji Dergisi-Abstract Book: SS-103: pp:98 Apéry R: Irrationalité de et Astérisque 61:11-13, 1979
- Aydin MD, Aydin N: A Cerebral Hydatid Cyst Case First Presenting with Gerstmanns Syndrome: A Case Report and Literature Review. Turk J Med Sci 33:57-60,2003
- Bhattacharyya S, Cai X, Klein JP: Dyscalculia, dysgraphia, and left-right confusion from a left posterior peri-insular infarct. Behav Neurol 2014:823591, 2014
- Brian Clegg. The Dangerous Ratio: Published in February 2011. Copyright © 1997 - 2018.
- University of Cambridge. Dehaene S, Brannon EM: Space, time, and number: a Kantian research program.Trends Cogn Sci 12:517-519, 2010
- Elmas S,Hızarcı S, The Different Form Of The Golden Ratio Atatürk Üniversitesi Güzel Sanatlar Enstitüsü Dergisi Journal of the Fine Arts Institute (GSED), Sayı / Number 38, Erzurum, 2017, 99-103
- Elmas S, Golden Ratio in Plane and Sphere,International Journal Of Academic Research Vol. No. 3. Iss.1. May, 2015
- Gary Meisner: Golden Ratio Overview. Celebrity Faces and the Golden Ratio: The real story. June 13, 2015 by Gary Meisner —July 12, 2015
- Hardy G H, Wright E M An Introduction to the Theory of Numbers, 5th ed. Oxford, England: Clarendon Press, 1979
- Livio M: The Golden Ratio: The Story of Phi, the World's Most Astonishing Number. New York: Broadway Books, 2002
- Nagell, T. Introduction to Number Theory. New York: Wiley, pp. 38-40, 1951; Brian Clegg
- The Dangerous Ratio. February 2011
- Niven I M: Irrational Numbers. New York: Wiley, 1956
- Pappas, T., 1989. The Joy of Mathematics: Discovering Mathematics All Around You. Vol., Wide World Pub./Tetra.
- Salvatori R, Albert Einstein's brain. Lancet. 1999 Nov 20;354(9192):1821-2
- Wilkey ED, Cutting LE, Price GR: Neuroanatomical correlates of performance in a state- wide test of math achievement. Dev Sci doi: 10.1111/desc.12545, 2017
- Wu YT, Chen LC, Lin SL, Chang ST: Gerstmann's syndrome associated with diagnostic cerebral angiography. Brain Inj 272:239-241, 2013
- Wilkey, E.D., Cutting, L.E., Price, G.R., 2018. Neuroanatomical correlates of performance in a state-wide test of math achievement. Dev Sci. 21.
- ISSN: 2636-8714
- Başlangıç: 2019
- Yayıncı: Seyfullah HIZARCI
Sayıdaki Diğer Makaleler
Aydin MD, Aydin N, Kadioglu E, Elmas S, Saltuklu Z, Omer OZDEN, Ozmen S
CONVERGENCE OF THE PICARD-MANN HYBRID ITERATION IN CONVEX CONE METRIC SPACES