162,942 research outputs found
Selahattin Kayık ve Ahmet Turan Çubuk ile sözlü tarih görüşmesi
No full textBu görüşme, Doç. Dr. Erol Kaya tarafından, Şehre Tanıklık Edenler: Erzincan'ın Sözlü Tarih Envanteri Projesi başlığı altında gerçekleştirilmiştir. Bu proje kapsamında yapılan görüşmelerin sayısı 58'dir.1934 yılında Erzincan’da doğan Selahattin Kayık, konuşmasına babasından ve 1939 depreminden bahsederek başlar. Depremden sonra ailesiyle Gaziantep’e yerleşen Kayık, halkın o dönemde yaşadığı sıkıntılardan bahseder. Bakırcılık mesleğiyle uğraşan Kayık, mesleğe dair incelikleri ve Erzincan’daki meslek gruplarını anlatır. 1929 yılında doğan Ahmet Turan Çubuk ise Erzincan depremi sonrası yaşadıkları sıkıntılara değinir.Avrupa Birliği Eğitim ve Gençlik Programları Merkezi BaşkanlığıErol KayaKaya, Erol. Şehre tanıklık edenler: Erzincan sözlü tarih çalışması. Erzincan: [y.y], 2012. (c. I-II)
Vessel charter rate estimation for offshore wind O&M activities
No full textEstimating the cost of vessels is an important factor for the operation & maintenance (O&M) costs of offshore wind farms. Accurate cost estimation is required during operation of the wind farm. This paper presents the development of the O&M charter rate modelling for offshore wind turbine jack-up vessels under different op-erational strategies. The main objectives of this modelling are to explore the differentiation of charter rates as-sociated with the charter periods and with the capabilities of different vessels; as well as to allow offshore wind farm operators to plan their maintenance strategies through considering the share of vessels’ costs in the overall maintenance costs. In this respect, various jack-up vessels in the offshore wind industry are investigat-ed and the most effective charter periods are identified. The seasonal effects on the charter rates are also con-sidered to provide critical insight into the selection of the optimum charter rate scenario
Mehmet Fatih Yolalan ve Çetin Turan ile sözlü tarih görüşmesi
No full textBu görüşme Rahime Demir tarafından Yaşayanların Dilinden Kartal başlığı altında gerçekleştirilmiştir. Bu kapsamda yapılan görüşmelerin sayısı 46'dır.1930 yılında İstanbul ilinin Kartal ilçesinde doğan Mehmet Fatih Yolalan’ın hayatı doğup büyüdüğü ilçede geçer. İlçedeki Verem Savaş Hastanesi’nin Kartal’ın temiz havasından dolayı buraya yapıldığını söyleyen Yolalan, hastanenin kuruluş hikayesini de büyüklerinden duyduğu kadarıyla aktarır. Bağ ve bostanlarıyla meşhur olan ilçenin nüfusu arttıkça ve binalar yapıldıkça değiştiğini ve özellikle zeytinliklerin yok olduğunu ifade eder. Sanayileşmenin başlamasından sonra yerli halktan birçok kişi ilçeyi terk eder. Çocukluk döneminden ve çalıştığı işlerden bahseden Yolalan, o yıllardaki komşuluk ilişkilerine de değinir. Muhtar olduktan sonra ilçeye pek çok hizmette bulunan Çetin Turan da çocukluk dönemini ve o yılların eğlencelerini anlatır. Büyüklerinden dinlediği işgal hikayelerini ve Kuvayı Milliye dönemini aktarır. Kartal’daki yaşamın ve insanlar arası ilişkilerin değişiminden de bahseder. Son olarak Yolalan, Ermenilerin ve Rumların Türklerle ilişkilerine değinir.Rahime Demi
Capoeta baliki Turan, Kottelat, Ekmekci and Imamoglu 2006
No full textCapoeta baliki Turan, Kottelat, Ekmekçi and İmamoğlu, 2006 Types. Holotype. ESFM-PISI/ 2004-74, 202 mm SL; Turkey: Ankara: Sakarya River: Kızılcahamam Stream, Kızılcahamam, 60 km west of Ankara, 40°29' N 32°39' E; D. Turan, M. Turan, 15.04.2004. Paratypes. ESFMPISI/2004-75, 4, 140–190 mm SL; FFR 713, 5, 121–219 mm SL; CMK 18541, 10, 128–188 mm SL; same data as holotype. FFR 714, 5, 151-209 mm SL; Turkey: Ankara: Sakarya River, Ova Stream, Kazan, 50 km west of Ankara, 40°11' N 32°39' E; D. Turan, M. Turan, 15.04.2004. FFR 715, 5, 121-183 mm SL; same data, 16.06.2004. FFR 716, 10, 168-217 mm SL; Turkey: Sıvas: Kızılırmak River, Delice Stream; F. Ekmekci, S. Kırankaya, 22.11.2002 (after Turan et al., 2006 b). T y p e L o c a l i t y. Sakarya River. D i a g n o s i s. Meristic characters (tables 1–4): D: III–IV 8–9 (8.1), P: I 17–20 (18.4), V: I 9–10 (9.0), A: III 5, lateral line: 72–86 (78.4), scales number above/below lateral line: 14–17 (14.9)/10–11 (10.1). C. baliki is distinguished from other Capoeta species of East and South-East Black Sea rivers (C. svanetica sp. n., C. sieboldi, C. oguzelii, C. banarescui, C. ekmekciae, and also from C. tinca of Marmara Sea basin) by the combination of characters. Two pairs of barbels (C. sieboldi and C. oguzelii have only one pair); gill rakers number (16–22 (19.3)) higher than in C. svanetica sp. n., C. banarescui and C. oguzelii but less than for C. sieboldi; last unbranched dorsal-fin ray well ossified with the high number of serrae (unlike C. sieboldi and C. oguzelii); 14–17 scales rows above the lateral line and 10–11 scales rows below the lateral line (more than in C. svanetica sp. n., C. sieboldi, and C. banarescui). C. baliki also characterized by less length of anterior and posterior barbels 9.8–14.3 (mean 12.7) and 14.7–18.5 (mean 16.5) respectively than the same parameter for C. svanetica sp. n. (13.9–20.1 (mean 16.7) / 18.7–28.6 (mean 22.2)) and C. banarescui (12.4–20.8 (mean 16.9) / 18.4–28.8 (mean 21.9)). Distribution. C. baliki is presently known from the Sakarya and Kızılırmak river drainages (Turkey), including lakes and reservoirs (Turan et al., 2006 b; Elp et al., 2018).Published as part of Roman, A., Afanasyev, S., Golub, O. & Lietytska, O., 2022, Capoeta Svanetica (Teleostei, Cyprinidae), A New Species From The Luchunis River (Rioni River Drainage) In Georgia, pp. 117-134 in Zoodiversity 56 (2) on pages 130-131, DOI: 10.15407/zoo2022.02.117, http://zenodo.org/record/717568
Capoeta banarescui Turan, Kottelat, Ekmekci and Imamoglu 2006
No full textCapoeta banarescui Turan, Kottelat, Ekmekçi and İmamoğlu, 2006 Types. Holotype. ESFM-PISI/2004-072, 177 mm SL; Turkey: Artvin: Tortum District: Çoruh drainage, stream Tortum, 100 km north of Erzurum; 40°34' N 41°36' E; D. Turan, F. Ekmekci, H. Imamoglu, O. Serdar, S. Kırankaya, 19.07.2004. Paratypes. ESFM-PISI/2004-073, 4, 166- 201 mm SL; FFR 712, 16, 85-232 mm SL; CMK 18474, 5, 135-193 mm SL; same data as holotype. — FFR 711, 9, 163 — 231 mm SL; CMK 18540, 9, 121 — 193 mm SL; Turkey: Artvin: Chorokh drainage, Bulanık stream, Savsat, 30 km east of Artvin, 41°34' N 42°14' E; D. Turan, F. Ekmekci, H. Imamoglu, O. Serdar, S. Kırankaya, 19.06.2004. — FFR 720, 3, 92 — 125 mm SL; CMK 18549, 1, 145 mm SL; Turkey: Cavuslu, Borcka, 41°21' N 41°42' E; D. Turan, 13.10.2004 (after Turan et al., 2006 b). T y p e L o c a l i t y. Chorokh River. D i a g n o s i s. Meristic characters (tables 1–4): D: III-IV 7–9 (8.0), P: I 17–19 (17.8), V: I 9–10 (9.1), A: III 5, lateral line: 64–77 (70.8), scales number above/below lateral line: 12–14 (12.8)/8–9 (8.1). C. banarescui is distinguished from other Capoeta species of East and South–East Black Sea rivers (C. svanetica sp. n., C. sieboldi, C. oguzelii, C. baliki, C. ekmekciae, and also from C. tinca Sea of Marmara basin) by the combination of characters. Two pairs of barbels (C. sieboldi and C. oguzelii have only one pair); gill rakers number (12–16 (14.7)) higher than in C. oguzelii but fewer than for C. sieboldi, C. baliki, C. tinca, and C. ekmekciae; last unbranched dorsal-fin ray well ossified with the high number of serrae (unlike C. sieboldi and C. oguzelii); 8–9 scales rows below the lateral line (less than in C. baliki and C. oguzelii). C. banarescui is also characterized by longer posterior barbels 18.4–28.8 (21.9) than the same parameter for C. baliki and C. tinca. D i s t r i b u t i o n. C. banarescui is known from Chorokh and Yesilırmak rivers (Turan et. al., 2006 a; Elp et al., 2018). This species is also noted for Georgian waters (Kuljanishvili et al., 2020). Some additional samples were studied from the Rioni River basin (Gubistskali River, fig. 9) and Chorokh River (fig. 10). These individuals were recognized as C. banarescui Thus, we should conclude C. banarescui is the widest distributed species in West Georgian rivers from Rioni to Chorokh. There are no clear differences in morphological features (meristics and morphometrics, including mouth arching — fig. 9, b and, 10 b) but some differences in general body appearance and coloration should be concluded. Specimen from Gubistskali River is slightly elongated with more concave dorsal and anal fins. Specimen from Chorokh River is slightly highest with straightly edged dorsal and anal fins. The coloration of the first is goldish in total, darker on the back and lighter on the belly, with more dark (up to brown) fins. Chorokh’s specimen had more greyish coloration on the back and lighter (up to white) on the belly. All fins are gray. These differences in coloration may be connected with conditions in the river. In the first case, the specimen was sampled during floods, when river water was rich in sediments. The second case was different — the specimen was collected in clear water.Published as part of Roman, A., Afanasyev, S., Golub, O. & Lietytska, O., 2022, Capoeta Svanetica (Teleostei, Cyprinidae), A New Species From The Luchunis River (Rioni River Drainage) In Georgia, pp. 117-134 in Zoodiversity 56 (2) on page 129, DOI: 10.15407/zoo2022.02.117, http://zenodo.org/record/717568
Turan type problems for hypergraphs
No full textU ovom radu bavili smo se problemima Turanovog tipa za hipergrafove. Prvo smo dokazali klasične rezultate ovog tipa za grafove, Turanov i Erdos-Stone teorem. Zatim smo uveli osnovne pojmove vezano uz hipergrafove. Definirali smo Turanovu gustoću uniformnog hipergrafa i pokazali osnovne rezultate o Turanovoj gustoći degeneriranih hipergrafova, prezasićenosti i napuhavanju. Uveli smo koncept iteriranog napuhavanja i demonstrirali neke konstrukcije koje daju važne donje ograde za Turanovu gustoću. Nakon toga demonstrirali smo neke od metoda za određivanje Turanove gustoće hipergrafova. Uveli smo pojam linka i pomoću njega odredili Turanovu gustoću Fanove ravnine. Također smo pokazali da Turanova gustoća familije hipergrafova može biti manja od Turanove gustoće svakog člana familije i dokazali jednostavnu gornju ogradu na gustoću tijesnog ciklusa duljine 5. Ukratko smo prezentirali glavne ideje dvaju novih rezultata u području koji koriste metodu bojenja sjene hipergrafa i metodu stabilnosti. Zatim smo demonstrirali metodu stabilnosti na primjeru ciklusa i pokazali neke od njenih primjena. Za kraj iznijeli smo nekoliko otvorenih problema Turánovog tipa koji su vezani uz rezultate prezentirane u ovom radu.In this thesis we considered problems of Turaan type for hypergraphs. First we showed the classic results of this type for graphs, Turan’s and Erdos-Stone theorem. Afterwards we introduced the basic notions related to hypergraphs. We defined the Turan density of a uniform hypergraph and showed the basic results on Turan density of degenerate hypergraphs, supersaturation and blowing-up. We introduced the concept of iterated blow-ups and demonstrated some constructions giving important lower bounds on Turan density. Next, we demonstrated some of the methods for determining the Turan density of hypergraphs. We introduced links, and used the link method to determine the Turan density of the Fano plane. We also showed that the Turan density of a family of hypergraphs can be less than the Turan density of each member of the family and proved a simple upper bound on the density of the tight cycle of length 5. We briefly presented the proofs of two new results in this area which use the method of coloring the shadow of a hypergraph and the stability method. We then demonstrated the stability method on the example of a cycle and showed some of its applications. In the end, we presented several open problems of Turan type that are connected to the results presented in this thesis
Turan type problems for hypergraphs
No full textU ovom radu bavili smo se problemima Turanovog tipa za hipergrafove. Prvo smo dokazali klasične rezultate ovog tipa za grafove, Turanov i Erdos-Stone teorem. Zatim smo uveli osnovne pojmove vezano uz hipergrafove. Definirali smo Turanovu gustoću uniformnog hipergrafa i pokazali osnovne rezultate o Turanovoj gustoći degeneriranih hipergrafova, prezasićenosti i napuhavanju. Uveli smo koncept iteriranog napuhavanja i demonstrirali neke konstrukcije koje daju važne donje ograde za Turanovu gustoću. Nakon toga demonstrirali smo neke od metoda za određivanje Turanove gustoće hipergrafova. Uveli smo pojam linka i pomoću njega odredili Turanovu gustoću Fanove ravnine. Također smo pokazali da Turanova gustoća familije hipergrafova može biti manja od Turanove gustoće svakog člana familije i dokazali jednostavnu gornju ogradu na gustoću tijesnog ciklusa duljine 5. Ukratko smo prezentirali glavne ideje dvaju novih rezultata u području koji koriste metodu bojenja sjene hipergrafa i metodu stabilnosti. Zatim smo demonstrirali metodu stabilnosti na primjeru ciklusa i pokazali neke od njenih primjena. Za kraj iznijeli smo nekoliko otvorenih problema Turánovog tipa koji su vezani uz rezultate prezentirane u ovom radu.In this thesis we considered problems of Turaan type for hypergraphs. First we showed the classic results of this type for graphs, Turan’s and Erdos-Stone theorem. Afterwards we introduced the basic notions related to hypergraphs. We defined the Turan density of a uniform hypergraph and showed the basic results on Turan density of degenerate hypergraphs, supersaturation and blowing-up. We introduced the concept of iterated blow-ups and demonstrated some constructions giving important lower bounds on Turan density. Next, we demonstrated some of the methods for determining the Turan density of hypergraphs. We introduced links, and used the link method to determine the Turan density of the Fano plane. We also showed that the Turan density of a family of hypergraphs can be less than the Turan density of each member of the family and proved a simple upper bound on the density of the tight cycle of length 5. We briefly presented the proofs of two new results in this area which use the method of coloring the shadow of a hypergraph and the stability method. We then demonstrated the stability method on the example of a cycle and showed some of its applications. In the end, we presented several open problems of Turan type that are connected to the results presented in this thesis
Turan type problems for hypergraphs
No full textU ovom radu bavili smo se problemima Turanovog tipa za hipergrafove. Prvo smo dokazali klasične rezultate ovog tipa za grafove, Turanov i Erdos-Stone teorem. Zatim smo uveli osnovne pojmove vezano uz hipergrafove. Definirali smo Turanovu gustoću uniformnog hipergrafa i pokazali osnovne rezultate o Turanovoj gustoći degeneriranih hipergrafova, prezasićenosti i napuhavanju. Uveli smo koncept iteriranog napuhavanja i demonstrirali neke konstrukcije koje daju važne donje ograde za Turanovu gustoću. Nakon toga demonstrirali smo neke od metoda za određivanje Turanove gustoće hipergrafova. Uveli smo pojam linka i pomoću njega odredili Turanovu gustoću Fanove ravnine. Također smo pokazali da Turanova gustoća familije hipergrafova može biti manja od Turanove gustoće svakog člana familije i dokazali jednostavnu gornju ogradu na gustoću tijesnog ciklusa duljine 5. Ukratko smo prezentirali glavne ideje dvaju novih rezultata u području koji koriste metodu bojenja sjene hipergrafa i metodu stabilnosti. Zatim smo demonstrirali metodu stabilnosti na primjeru ciklusa i pokazali neke od njenih primjena. Za kraj iznijeli smo nekoliko otvorenih problema Turánovog tipa koji su vezani uz rezultate prezentirane u ovom radu.In this thesis we considered problems of Turaan type for hypergraphs. First we showed the classic results of this type for graphs, Turan’s and Erdos-Stone theorem. Afterwards we introduced the basic notions related to hypergraphs. We defined the Turan density of a uniform hypergraph and showed the basic results on Turan density of degenerate hypergraphs, supersaturation and blowing-up. We introduced the concept of iterated blow-ups and demonstrated some constructions giving important lower bounds on Turan density. Next, we demonstrated some of the methods for determining the Turan density of hypergraphs. We introduced links, and used the link method to determine the Turan density of the Fano plane. We also showed that the Turan density of a family of hypergraphs can be less than the Turan density of each member of the family and proved a simple upper bound on the density of the tight cycle of length 5. We briefly presented the proofs of two new results in this area which use the method of coloring the shadow of a hypergraph and the stability method. We then demonstrated the stability method on the example of a cycle and showed some of its applications. In the end, we presented several open problems of Turan type that are connected to the results presented in this thesis
Variations on the Author
No full text“Variations on the Author” discusses two of Eduardo Coutinho’s recent films (Um Dia na Vida, from 2010, and Últimas Conversas, posthumously released in 2015) and their contribution to the general question of documentary authorship. The director’s filmography is characterized by a consistent yet self-effacing form of authorial self-inscription: Coutinho often features as an interviewer that rather than express opinions propels discourses; an interviewer that is good at listening. This mode of self-inscription characterizes him as an author who is not expressive but who is nonetheless markedly present on the screen. In Um Dia na Vida, however, Coutinho is completely absent form the image, while Últimas Conversas, on the contrary, includes a confessional prologue that moves the director from the margins to the center of his films. This article examines the ways in which these works stand out in the filmography of a director who offers new insights into the notion of cinematic authorship
Capoeta ekmekciae Turan, Kottelat, Kirankaya and Engin 2006
No full textCapoeta ekmekciae Turan, Kottelat, Kirankaya and Engin 2006 Types. Holotype. ESFM-PISI/2004-076, 203, 203 mm SL. Paratypes. ESFM-PISI/2004-077, 4, 150– 209 mm SL (after Turan et al., 2006 a). T y p e L o c a l i t y. Chorokh River. Diagnosis. Meristic characters: D: III–IV 8–9 (8.1), P: I 16-20, V: I 12, A: III 5½, lateral line: 55–61 (57.5), scales number above/below lateral line: 9–10 (9.4)/6–7 (6.8). C. ekmekciae is well distinguished from other Capoeta species of East and South-East Black Sea rivers (C. svanetica sp. n., C. sieboldi, C. oguzelii, C. banarescui, C. baliki, C. ekmekciae and also from C. tinca of the Sea of Marmara basin) by the combination of characters. Only one pair of barbels is present, 55–61 lateral line scales and the keratinized edge of the lower lip (C. sieboldi and C. oguzelii have only one pair, but first also had fringed lower lip and the second had lower lip without keratinized edge and 72–82 scales in lateral line). Based on other meristic features C. ekmekciae is more similar to the Aral-Caspian group (tables 1–4). This group, known as large scales, is well distinguished by fewer scales number in lateral line (less than 61), fewer scales rows above the lateral line and below lateral it but higher gill rakes number. D i s t r i b u t i o n a n d s o m e t a x o n o m i c r e m a r k s. Based on the phylogenetic relationship of Capoeta species using COI and cytb sequences was shown (Zareian et al., 2016; 2018) that C. ekmekciae belongs to the Capoeta capoeta complex (Aralo-Caspian group). This data is based on one sample analysis with an unknown locality. Capoeta capoeta complex includes species characterized by large scales, their fewer number in lateral lines (fewer than 64), absence of irregular black spots on the dorsal half of the body, and by only one pair of barbels. Our comparison (tables 1–4) shows it well similar to this group species. But, based on all known data (Baycelebi et al., 2015; Zareian et al., 2016; 2018; Elp et al., 2018 and others) including the first description (Turan et al., 2006 a) C. ekmekciae is known only from the lower Chorokh River near Borcka and Cavuslu (Black Sea basin). Thus, this species recent distribution needs to be reviewed.Published as part of Roman, A., Afanasyev, S., Golub, O. & Lietytska, O., 2022, Capoeta Svanetica (Teleostei, Cyprinidae), A New Species From The Luchunis River (Rioni River Drainage) In Georgia, pp. 117-134 in Zoodiversity 56 (2) on page 131, DOI: 10.15407/zoo2022.02.117, http://zenodo.org/record/717568
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