The problem of invariant Subspaces
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Mathematician Vasiliu Lucilius


Five Major Theoretical Breakthroughs in the Superior Mathematics

Chapter 1.
Fractional powers with rational exponent of the monotonous operators of class on

Chapter 2.
Using the symmetry group in demonstrating the radiality of several semilinear biharmonic equations' solutions

Chapter 3.
A study on zeroes of the function (z) of Riemann

Chapter 4.
The problem of invariant Subspaces

Chapter 5.
A study on Navier-Stokes equations

The problem of invariant Subspaces is a quite important problem. In this chapter, the author tries to find subtle connections between the theory of fixed point, the spectral theory and the existence of invariant lines for continuous linear operators on Hilbert spaces.

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