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Search Results: 1 - 10 of 220936 matches for " L. El Assasse "
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Unusual Cause of Trigeminal Neuralgia: Arachnoid Cyst of Petrous Apex  [PDF]
S. El Fakir, M. Ouha, Y. Zouine, L. El Assasse, S. Alj
Open Access Library Journal (OALib Journal) , 2019, DOI: 10.4236/oalib.1105807
Abstract:
Arachnoid cyst of petrous apex is an uncommon cyst lesion that herniates from the posterolateral portion of the Meckel’s cave into the petrous apex. It can be unilateral or bilateral, usually observed in female population. Its etiopathogenesis is still uncertain and many theories were reported in the literature. The characteristic imaging appearance, topography and benign behavior of the lesion allow to differentiate arachnoid cyst from other cyst-like lesions of petrous apex and prevent abusive surgery or unnecessary investigations. The purpose of this study is to illustrate through this observation the role of sectional imaging in the diagnosis of symptomatic arachnoid cyst of petrous apex.
Quantum Gravity and Dark Energy Using Fractal Planck Scaling  [PDF]
L. Marek Crnjac, M. S. El Naschie
Journal of Modern Physics (JMP) , 2013, DOI: 10.4236/jmp.2013.411A1005
Abstract:

Following an inspiring idea due to D. Gross, we arrive at a topological Planck energy Ep and a corresponding topological Planck length \"\" effectively scaling the Planck scale from esoterically large \"\" and equally esoterically small \"\" numbers to a manageably \"\" where P(H) is the famous Hardy’s probability for quantum entanglement which amounts to almost 9 percent and \"\" Based on these results, we conclude the equivalence of Einstein-Rosen “wormhole” bridges and Einstein’s Podolsky-Rosen’s spooky action at a distance. In turn these results are shown to be consistent with distinguishing two energy components which results in \"\", namely the quantum zero set particle component \"\" which we can measure and the quantum empty set wave component which we cannot measure \"\",

Callogenesis of Cork Oak (Quercus suber L.) through In Vitro Culture of Nodes and Internodes  [PDF]
Mohammed L’bachir El Kbiach, Brahim El Bouzdoudi, Rabah Sa?di, Zineb Nejjar El Ansari, Safaa Rahmouni, Ahmed Lamarti
American Journal of Plant Sciences (AJPS) , 2017, DOI: 10.4236/ajps.2017.88123
Abstract: The present study is about in vitro culture of cork oak, through callogenesis from nodes and internodes, withdrawn from seedlings of three months. These latter were obtained after acorns germination on peat. Nodes showed a high capacity for callogenesis and the best rate was obtained on a medium containing Woody Plant Medium (WPM) macronutrients, Murashige and Skoog (MS) micronutrients and vitamins, 4.5 μM of 6-Benzylaminopurine (BAP), 7 μM of 2-naphthalineacetic acid (NAA) and 30 g/L of Sucrose. Calluses are transplanted onto the same mineral solution, with or without growth regulators, and in the 3rd transplanting; small white embryos appear on the surface of calluses.
A GROUP SILVER PLATE OF METALWORKS MADEN ESERLERDEN B R GRUP GüMü KAP
l TUN?EL
Turkish Studies , 2011,
Abstract: Besides Ottoman Metallic Art continues the traditions of Seldjuk Sultanate it keeps many changes within. Like all of the art branches of the Ottoman Empire metallic art works like silver cencers show lots of variety in form, techics and beautification. In this case four silver cencers which belong to the collection of Turkish and Islamic Art Works Museum in stanbul are tried to be established, compared and assessed. In this connection, it’s been tried to show silver cencer’s place in Turkish Metallic Art. Osmanl Maden Sanat , Sel uklu geleneklerini devam ettirmek yan s ra bir ok yenilikleri de bünyesinde bar nd r r. Osmanl mparatorlu u’nun bütün sanat dallar gibi zirveye ula an madeni eserleri aras nda yer alan, gümü buhurdanlar, kap türü, form, teknik ve süsleme zellikleri bak m ndan pek ok zenginlik sunar. Bunlar aras nda yer alan stanbul Türk ve slam Eserleri Müzesi koleksiyonuna ait gümü malzemeden olu an d rt adet buhurdan, fiziki ve süsleyici zellikleri ayr nt lar yla tan t larak e itli bak mlardan kar la t rma ve de erlendirmelerle tan t lm ve Türk maden sanat i indeki konumu ayd nlat lmaya al lm t r.
Body Dysmorphic Disorder: Fear of ugliness, obsession with beauty, symptom or disease?
Elías Arab López|
Medwave , 2010,
Abstract:
Lifetime positron annihilation spectroscopy and photo-inactivated bacteria
L. V. El'nikova
Physics , 2009,
Abstract: Combined positron and visible light irradiations in the photodynamical therapy (PDT) applications are analyzed. Objectives and goals of PDT are killing or irreversible oxidative damage of pathogenic cells, or rather their cell walls, cell membranes, peptides, and nucleic acids by photo-activated oxygen of photosentizer injected into the target cell during light irradiation. In this paper, the arguments for involving of lifetime positron annihilation spectroscopy to control of photodamaging cells in the course of the PDT procedure are given on the examples of gram-positive and gram-negative bacteria basing on a brief survey of the literature.
Wide Morita contexts in Bicategories
L. El Kaoutit
Mathematics , 2006,
Abstract: We give a formal concept of (right) wide Morita context between two 0-cells in arbitrary bicategory. We then construct a new bicategory with the same 0-cells as the oldest one, and with 1-cells all these (right) wide Morita contexts. An application to the (right) Eilenberg-Moore bicategory of comonads associated to the bimodules bicategory is also given.
Compatibility Condition between ring and coring
L. El Kaoutit
Mathematics , 2007,
Abstract: We introduce the notion of bi-monoid in general monoidal category generalizing by this the notion of bialgebra. In the case of bimodules over a noncommutative algebra, we obtain a compatibility condition between ring and coring whenever both structures admit the same underlying bimodule.
Monoidal Categories of Corings
L. El Kaoutit
Mathematics , 2004,
Abstract: We introduce a monoidal category of corings using two different notions of corings morphisms. The first one is the (right) coring extensions recently introduced by T. Brzezi\'nski in [2], and the anther is the usual notion of morphisms defined in [5] by J. G\'omez-Torrecillas.
Extended Distributive Law: Co-wreath over co-rings
L. El Kaoutit
Mathematics , 2006,
Abstract: A basic theory of cowreath or extended distributive laws in the bicategory of unital bimodules, is deciphered. Precisely, we give in terms of tensor product over a scalar base ring, a simplest and equivalent definition for cowreath over coring and for comodule over cowreath. An adjunction connecting the category of comodules over the factor coring and the category of comodules over the coring arising from the cowreath products is also given. The dual notions i.e. wreaths over rings extension and their modules are included.
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