Name Mikio has been Rare throughout the last hundred plus years and ranked at 65173 position. 22 numbers of people were named Mikio so far in last 100 years. (SSA)
Character Analysis of Mikio : Persons with the name Mikio, have a great deal of self-confidence and are therefore likely to achieve success. They are generally work-oriented Persons who have a plan for everything they do. They are disciplined and have a high standard of honesty, are dependable, serious-minded individuals who need to be practical about all that they do.
Love Life of Mikio : Persons are voracious regarding intimate impulses & want to try everything and love freedom in all respects.
Name Letter Analysis of Mikio
M : Persons are a workaholic! A high-energy workhorse, Persons don't need much sleep and are very healthyI : Persons are a compassionate person who feels things deeplyK : Persons are all about enlightenmentI : Persons are a compassionate person who feels things deeplyO : Persons know where the moral high ground is, and always try to take it
Acoording to vedic astrology , Rashi for the name Mikio is Simha or Sinh and Moon sign associated with the name Mikio is Leo.
The name Mikio has Fire element. Sun is the Ruling Planet for the name Mikio . The name Mikio having moon sign as Leo is represented by The Lion and considered as Fixed .
Normally, people with the name Mikio keep their promises. They like to live a king size life. Such people stay in their limits and are fearless.
Other name options, having Leo moon sign are name starting with : Ma, Me, Mu, Mi, Mo, Ta, Ti, Tu, Te, To, Mr, Ta, Ts.
The name Mikio is suitable for baby born in Magha nakshatra
Magha Nakshatra: "The bountiful"
a Japanese mathematician, who started the field of algebraic analysis. He studied at the University of Tokyo, and then did graduate study in physics as a student of Shin'ichiro Tomonaga. From 1970 Sato has been professor at the Research Institute for Mathematical Sciences, of Kyoto University.He is known for his innovative work in a number of fields, such as prehomogeneous vector spaces and Bernstein-Sato polynomials; and particularly for his hyperfunction theory. This initially appeared as an extension of the ideas of distribution theory; it was soon connected to the local cohomology theory of Grothendieck, for which it was an independent origin, and to expression in terms of sheaf theory. It led further to the theory of microfunctions, interest in microlocal aspects of linear partial differential equations and Fourier theory such as wave fronts, and ultimately to the current developments in D-module theory. Part of that is the modern theory of holonomic systems: PDEs over-determined to the point of having finite-dimensional spaces of solutions.
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