The interpretation of my reading art is based on the transition from the direct
meaning in the apparent form to the indirect meaning in the implicit pattern, and verbal
functions, images, and loaded structures are strongly suggestive.
The critics
of pre-Islamic poetry have enriched the old literature, adding to it the
dimensions of literacy, and their interpretations of psychological meanings and profound
semantics, indicating beyond the apparent textual levels, to various explanatory meanings,
gave the textual poetry poetic content another poetry is the receipt.
The interpretations of the critics presented a variety of purposes, based on the
linguistic explanation, and the will of the poet at other times. The opinion of the reader and
his convictions may intervene in this position, but they are interpretations, regardless of
their degree of credibility or persuasion. They presented modern thought and opened up
new texts. Jahili with a different vision.
The main objective of this research is to develop an
arithmetic model for transformations between geographic and
State Plane Coordinate within the three types of Conformal
Syrian Conical projection (tangent, secant and Semiconformal),
In order to
enable all Specialists and surveyors to
carry out direct and reverse transformations of horizontal
coordinates of the points without returning to any competent
authorities to avoid any administrative and computational
complexities.
In this research, we study the projection operator linked with
Chebyshev polynomials that has an important role in finding the
best approximation polynomials for a function on the interval.
we also use an operator as a useful method in defining b
est
approximation polynomial for Continuous Function on the
interval writhen defined condition,
The operator is used in zero points of the Chebyshev polynomials
and we proved that norm of the operator in minimum.
The purpose of the research is to study the Bergman function and Bergman distance to generalize Moreau – Yosida Approximation.
To do that we replace the quadratic additive terms in Moreau – Yosida Approximates by more general Bergman distance and s
tudy properties of generalized approximation and prove equivalence between epigraph – convergence and pointwise convergence of the generalized Moreau – Yosida Approximation.
