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EYH G L B’S AND KE EC -Z DE ZZET MOLLA’S “GAZEL”S BETWEEN NAZ RE CONNECTIONS EYH G L B LE KE EC -Z DE ZZET MOLLA’NIN GAZELLER ARASINDA NAZ RE L K S  [PDF]
Mustafa ARSLAN
Turkish Studies , 2012,
Abstract: In this article, a short information has given about the tradition of “nazirecilik” and eyh Galib’s and Ke eci-zade zzet Molla’s “gazel”s has compared in according to this tradition. “Nazire” lyrics has examined within the framework of criteria of “nazirecilik”. After that who is affected by how much was investigated. Degrees of interaction with examples taken from both the poet's poems have been put forth. In the Fact that both poets are members of the “Mevlevi Tarikat ” and Mevlana Celaledd n-i R m ’s being their source of inspiration made it almost essential in this interaction. Also the importance of eyh Galip in zzet Molla’s opening of the inspiration of Mevlevi is an important fact of this comaration. The connection between the two poets and the tradition of the interaction in determining the unused tried “nazirecilik”v Bu yaz da “nazirecilik gelene i” hakk nda k sa bilgi verilmi , sonra eyh Galib ile Ke eci-zade zzet Molla’n n gazelleri bu gelenek er evesinde kar la t r larak nazire gazeller tespit edilmi tir. Nazire gazeller nazirecilik l ütleri er evesinde de erlendirilmi ve kimin kimden ne kadar etkilendi i ve bu etkile imin dereceleri her iki airin iirlerinden al nan rneklerle ortaya konmaya al lm t r. Her iki airin de Mevlev tarikat mensubu olu u ve ilham kaynaklar n n ba nda Mevlana Celaledd n-i R m ’nin gelmesi bu etkile imi adeta zaruri k lm t r. Ayr ca zzet Molla’n n Mevlev ilham na a l n sa layan en nemli kap n n eyh Galib olmas bu kar la t rman n yap lmas nda nemli etkenlerdendir. ki air aras ndaki ba lant ve etkile imin tespitinde nazirecilik gelene inden faydalan lmaya al lm t r.
S K N ME OF BENL Z DE ZZET MEHMED BEY / BENL Z DE ZZET MEHMED BEY’ N S K N MES
Sait OKUMU?
Turkish Studies , 2009,
Abstract: Sak name poems has an important place inclassical Turkish literature. These literary types are seenin a very divan poet's divan. The assessment on this topicdoes not appear consistent without making detailed andcomprehensive researchs. This article introducessak name of Benlizade zzet from XVIII. century D vanpoets. Izzet's Sak name is written in mesnev versify formand consists of 296 couplets.
BRAH M TERZ O LU and “KE REN EHRENG Z ” BRAH M TERZ O LU VE “KE REN EHRENG Z ”
Semra ALYILMAZ
Turkish Studies , 2010,
Abstract: brahim Terzio lu is a researcher, who is known for his four peotry books Yürek Nefesi, Mavi Y ld z Bak rdan Tenler ve Bir Bulut Olsam, as well as his articles and essays regarding Turkish cultural history, Turkish world, architecture and urbanism. This paper mainly handles the life, literal personage, works of brahim Terzio lu, the researcher, the poet, and the author, and his last work “Ke i ren ehrengizi”. brahim Terzio lu, yay mlad Yürek Nefesi, Mavi Y ld z Bak rdan Tenler ve Bir Bulut Olsam adl d rt iir kitab n n yan nda Türk kültür tarihiyle, Türk dünyas yla, mimarl k ve ehircilikle ilgili makale ve deneme türündeki yaz lar yla da tan nan bir ara t rmac d r.Bu makale esas itibar yla ara t rmac , air, yazar brahim Terzio lu’nun hayat n , edeb ki ili ini, al malar n ve onun son eseri ”Ke i ren ehrengizi”ni konu almaktad r.
FELT ART OF AFYONKARAH SAR AFYONKARAH SAR’DA KE EC L K  [PDF]
R. Gülenay YAL?INKAYA
Turkish Studies , 2011,
Abstract: Along the Danube to the East Turkistan, felt art is living in the Turkish World. Felt art, one of the oldest arts and crafts of Turks, is still carried on at several locations along with Afyonkarahisar. Making Felt, which is an intangible cultural heritage, is perpetuated by craftmen whose number is decreasing rapidly. Patterns, used at felt has been reflected from past to present as cultural sustainability and seen as common cultural element with the Turkish World. This cultural unity can also be seen in Afyonkarahisar. Tuna boyundan Do u Türkistan’a kadar Türk Dünyas nda ke ecilik ya amaktad r. Türklerin en eski el sanatlar ndan olan ke ecilik, birka merkezle birlikte Afyonkarahisar’da da sürdürülmektedir. Somut olmayan kültürel miras ke ecilik, say lar h zla azalan ustalar taraf ndan ya at lmaktad r. Ke ede kullan lan yan lar, kültür süreklili i olarak ge mi ten günümüze yans makta ve Türk Dünyas ile ülkemizde ortak kültür unsuru olarak g rülmektedir. Afyonkarahisar’da da bu kültür birli i izlenebilmektedir.
The Deconstructive Reading on Moll Flanders
Li Wang
Theory and Practice in Language Studies , 2011, DOI: 10.4304/tpls.1.9.1245-1248
Abstract: As the first female protagonist in Daniel Defoe’s novels with first-person narrators, Moll Flanders is a highly ambiguous, problematic character. Emerging into the man-dominated, money-orientated society as an orphan from the lowest social class, she courageously defies her birth and eventually manages to achieve the self-designated identity of a gentlewoman. Centering on Moll’s search for personal identity, which is undergone in extreme circumstances, this thesis discusses her three processes, which actually forms a circle to obtain gentlewoman-ship. From the territorialization of gentlewoman-ship at the beginning to the de-territorialization of gentlewoman-ship to the re-territorialization of gentlewoman-ship in the end, Moll has experienced a progress of subversion, rebellion and re-subversion. Therefore, we can find Defoe’s hidden patriarchal discourse in the novel.
The Ratio Monotonicity of the Boros-Moll Polynomials  [PDF]
William Y. C. Chen,Ernest X. W. Xia
Mathematics , 2008, DOI: 10.1090/S0025-5718-09-02223-6
Abstract: In their study of a quartic integral, Boros and Moll discovered a special class of Jacobi polynomials, which we call the Boros-Moll polynomials. Kauers and Paule proved the conjecture of Moll that these polynomials are log-concave. In this paper, we show that the Boros-Moll polynomials possess the ratio monotone property which implies the log-concavity and the spiral property. We conclude with a conjecture which is stronger than Moll's conjecture on the $\infty$-log-concavity.
Alcover, Moll i la llengua alemanya [Alcover, Moll and the German language]
Casadesús Bordoy, Alejandro
Zeitschrift für Katalanistik , 2007,
Abstract: This article presents two key figures of Catalan philology in a multiple perspective: Father Alcover and Francesc de B. Moll are tightly associated with the Catalan language, but one should bear in mind that they were also interested in the German language. Alcover learned German in order to communicate more fluently with the German-speaking Romanists of his time. He not only made Moll understand that he would need a knowledge of German for his philological career but also taught him German himself. Moll thus attained a good level of German, which allowed him to teach this language in high-school and to publish a learners' grammar of German. The present paper focuses on the relation of these two eminent scholars with the German tongue. Their language-acquisition process and a closer look at the German grammars authored by Moll are object of the study, which intends to add some detail on a not too well known facet of these two Majorcan philologists.
On the Combinatorics of the Boros-Moll Polynomials  [PDF]
William Y. C. Chen,Sabrina X. M. Pang,Ellen X. Y. Qu
Mathematics , 2008,
Abstract: The Boros-Moll polynomials arise in the evaluation of a quartic integral. The original double summation formula does not imply the fact that the coefficients of these polynomials are positive. Boros and Moll proved the positivity by using Ramanujan's Master Theorem to reduce the double sum to a single sum. Based on the structure of reluctant functions introduced by Mullin and Rota along with an extension of Foata's bijection between Meixner endofunctions and bi-colored permutations, we find a combinatorial proof of the positivity. In fact, from our combinatorial argument one sees that it is essentially the binomial theorem that makes it possible to reduce the double sum to a single sum.
A Proof of Moll's Minimum Conjecture  [PDF]
William Y. C. Chen,Ernest X. W. Xia
Mathematics , 2009,
Abstract: Let $d_i(m)$ denote the coefficients of the Boros-Moll polynomials. Moll's minimum conjecture states that the sequence $\{i(i+1)(d_i^2(m)-d_{i-1}(m)d_{i+1}(m))\}_{1\leq i \leq m}$ attains its minimum with $i=m$. This conjecture is a stronger than the log-concavity conjecture proved by Kausers and Paule. We give a proof of Moll's conjecture by utilizing the spiral property of the sequence $\{d_i(m)\}_{0\leq i \leq m}$, and the log-concavity of the sequence $\{i!d_i(m)\}_{0\leq i \leq m}$.
The Ebers-Moll model for magnetic bipolar transistors  [PDF]
J. Fabian,I. Zutic
Physics , 2004, DOI: 10.1063/1.1886251
Abstract: The equivalent electrical circuit of the Ebers-Moll type is introduced for magnetic bipolar transistors. In addition to conventional diodes and current sources, the new circuit comprises two novel elements due to spin-charge coupling. A classification scheme of the operating modes of magnetic bipolar transistors in the low bias regime is presented.
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