AMA Temizci T, Kölüş Servi T. Comparison of color stability and surface roughness 3D printed conventionally produced temporary materials. Journal Stomatology. 2023. doi:10.5114/jos.2023.131316. APA Temizci, T., Kölüş, & Servi, (2023). https://doi.org/10.5114/jos.2023.131316 Chicago Tuğba, Türkay Turan Servi. "Comparison materials". Harvard MLA Tuğba et al. materials." Stomatology, Vancouver

Osmanl? tarihçisi Suraiya Faroqhi’nin 1985 y?l?nda kaleme ald??? ‘Orta Halli Osmanl?lar’ adl? eseri incelememizin en önemli amac? ?ehir tarihinden yola ç?k?larak ?ehri olu?turan unsurlar?n anlat?m?nda Ankara ve Kayseri ?ehirlerinin örneklem olarak okuyucuya sunulmas?d?r. Bunu sunarken kulland??? dil üslub, akademik bir eser yaparken ayn? zamanda sosyal tarihi ortaya koymaktad?r.

We study the on-line bin packing problem (BPP). In BPP, we are given a sequence B of items a1, a2, . . . , an and a sequence of their sizes (s1, s2, . . . , sn) (each size si ∈ (0, 1]) and are required to pack the items into a minimum number of unit-capacity bins. Let R∞ {α,β} be the minimal asymptotic competitive ratio of an on-line algorithm in the case when all items are only of two differen...

We call A ⊂ En cone independent of B ⊂ En , the euclidean n-space, if no a = (a1, . . . , an) ∈ A equals a linear combination of B \ {a} with non-negative coefficients. If A is cone independent of A we call A a cone independent set. We begin the analysis of this concept for the sets P(n) = {A ⊂ {0, 1}n ⊂ En : A is cone independent} and their maximal cardinalities c(n) max{|A| : A ∈ P(n)}. We sh...