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  • by Zainab Anber
    £35.99

    Infertility is one of the most serious problems around the world and the male counterpart contributes half of the infertility cases. Infertility can be caused by androgen deficiency or low testosterone level. The evaluation of infertility can aid in determining the underlying cause of infertility as well as giving treatment to allow conception to occur. Diazepam is used to treat anxiety, convulsions and for sedation . The severity of adverse effects induced by diazepam forces physicians to pay attention and exercise caution to side effects when they prescribe this drug. Recent studies found that diazepam acts as Ca+2 channels antagonist as it can produce a complete inhibition of voltage-dependent Ca+2 uptake and that the Na+/Ca+2 exchange carrier in mitochondria may be a common receptor for diazepam and calcium channel blockers. Calcium ion contributes in many cellular functions in both somatic and germ cells in the testis, especially, mediating the responses to endocrine hormones and local regulators in genital tracts and thus any change in the transport of Ca+2 across the cell membrane could result in an extreme impact on steroidogenesis and spermatogenesis.

  • by Lakhdar Meziani & Liaqat Ali Khan
    £56.99

    The aim of this work is intended to present a unified, mostly self-contained, survey of the theory of integral representation of bounded operators in topological spaces. It is written for the graduate students who are familiar with abstract measure and integration, and also with the main topics of Banach spaces and topological vector spaces. A lot of work has been done on various extensions of this theorem and it is still the object of many investigations. The objective of this work is a presentation of some prominent generalizations of Riesz Theorem, frequently used in the literature. Each representation theorem considered here has its own integration process which goes through duality of function spaces. We will essentially be concerned by the following settings: In the first part, we consider Banach spaces X,Y , and form the Banach space C(S,X) of all continuous functions from the compact space S into X, equipped with the uniform norm. In the second part, the objective is to go beyond the Banach space setting, to X a topological vector space context.

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