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بيلسوديسكي (1867 ـ 1935)
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Taliah Al Sayyah
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جوزيف بيلسوديسكي Jozef Pilsudiski مارشال ورجل دولة بولوني، ينتمي إلى عائلة نبيلة بولونية لتوانية. وقد نشأ بيلسوديسكي في جو حافل بأحاديث استبداد الروس وبطشهم، في محاولتهم لإخماد شعور الاستقلال البولوني. وكانت والدته من الأمهات اللواتي يقرأن لأبنائهن أو يقصصن عليهم حكايات وأشعاراً تنطوي على عظمة بولونية وأمجادها. درس بيلسوديسكي الطب في كراكوف من عام 1885-1886. وحوكم في عام 1887 بتهمة اشتراكه في دسيسة على القيصر، فحكم عليه بالنفي إلى شرقي سيبيرية لمدة خمس سنوات. وفي سيبيرية طوّر بيلسوديسكي أفكاره ونظمها، وغدا اشتراكياً.
Joseph Pilsudiski is a Marshall and a Polish stateman who belongs to a noble Polish-Lithuanian family. Pilsudski grew up in an atmosphere full of talk of Russian tyranny and brutality in an attempt to quell the sense of Polish independence. His mother was one of the mothers who read to their children or told tales and poems about the greatness of Poland and its greatness. Pilsudski studied medicine in Krakow from 1885 to 1886. He was tried in 1887 on charges of involvement in a conspiracy against the tsar, and was sentenced to exile to eastern Siberia for five years. In Siberia Pilsudski developed his ideas and systems, and became a socialist .
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The accuracy of the taxon T. cinnabarinus (Boisduval 1867) as a distinct species, or
as a synonym of Tetranychus urticae Koch 1836, is still standing as a controversial issue of
taxonomy and as a point of discussion. T. cinnabarinus and T. urticae
have been regarded
in the first stage of this study as one species, and it was characterized depending on the
distinctive characteristics of both genders. In the second stage, the two species were
distinguished according to many morphological characters that have been recommended by
authors cited T.cinnabarinus as a valid species. The efficiency of some measures adopted
to distinguish both T. cinnabarinus and T. urticae were also tested. Measurements didn't
match local samples that showed obvious differences, T. cinnabarinus & T. urticae are not
likely to be considered as two different species according to recent researches. Both T.
cinnabarinus and T. urticae were detected on various wild and cultivated host plants. One
hundred samples of plants presented symptoms of tetranychid attacks were collected from
different localities in Lattakia province. Both T. urticae and T. cinnabarinus were found on
29, 9 samples, respectively.
Francisco Pizarro is a Spanish military commander and a pioneer for a number of South American countries. He was born in Tropilo, a southwestern Spanish. He did not have wealth or money. Raised the peasantry, and lived illiterate illiterate. He began
his career militarily in Italy and then in India in 1502, then settled in Panama and worked in cattle breeding, earning a bit of wealth. Pizarro sought adventure, chose to try his luck and was captain after 50, and collaborated with another adventurer Diego d'Almagro in 1524 to try to discover the kingdoms of the South in America, especially that the success of Cortez in Mexico restored the hope of finding empires in South American.
هذا بحث في اللغة يتناول ظاهرة البناء للمجهول في اللغة العربية، و قد تكون من
مقدمة، و ثلاث قضايا أساسية هي: أهمية الفعل المبني للمجهول، و مصطلحاته،
و أغراضه.
The objectiv of this paper is to study the relationship between certain ring R
and endomorphism rings of free modules over R. Specifically, the basic problem is
to describe ring R, which for it endomorphism ring of all free R-module, is a
generali
zed right Baer ring, right I1-ring.
Call a ring R is a generalized right Baer ring if any right annihilator contains
a non-zero idempotent. We call a ring R is right I1-ring if the right annihilator of
any element of R contains a non-zero idempotent. This text is showing that each
right ideal of a ring R contains a projective right ideal if the endomorphism ring
of any free R-module is a right I1-ring. And shown over a ring R, the
endomorphism ring of any free R-module is a generalized right Baer ring if and
only if endomorphism ring of any free R-module is an I1-ring.
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.
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