Ancient anomalies: Twinned and supernumerary incisors in a medieval Nubian
نویسندگان
چکیده
منابع مشابه
Bilateral supernumerary maxillary lateral incisors: A rare case report
BACKGROUND AND AIM: Supernumerary tooth (ST) is considered as a developmental tooth abnormality in number that most often occurs in the anterior region of the maxilla. They may erupt or remain impacted in the alveolar bone. The impacted teeth can cause eruptional disturbances for the adjacent developing teeth. CASE REPORT: A case of bilateral supplemental maxillary lateral incisors in a nonsynd...
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For most of history, economics did not have a separate identity apart from social thought in general. Even as late as the eighteenth century, Adam Smith viewed economics as a subset of jurisprudence. This makes the search for fIrst principles of economic reasoning more difficult, not because the intellectual cupboard of antiquity was bare, but because the subject boundaries between the social s...
متن کاملThe supernumerary lateral incisors--morphology and concomitant abnormalities.
AIM To assess the morphology of supernumerary lateral incisors and describe the concomitant malocclusion. MATERIAL AND METHODS Intraoral examination and analysis of panoramic views as well as study casts has been proceeded in 18 patients with supernumerary laterals. The widths of the normal and supernumerary laterals were measured. RESULTS 20 supernumerary incisors were found (in 2 patients...
متن کاملThe effects of impacted premaxillary supernumerary teeth on permanent incisors
PURPOSE The aim of this study was to examine the radiographic features associated with impacted premaxillary supernumerary teeth, to determine the relationship between their characteristics and their effects on permanent incisors, and to investigate the types of orthodontic treatment that patients received after the extraction of impacted supernumerary teeth. MATERIALS AND METHODS The clinica...
متن کاملThe So-called Fibonacci Numbers in Ancient and Medieval India
What are generally referred to as the Fibonacci numbers and the method for their formation were given by Virahanka (between A.D. 600 and X00). Gopala (prior to A.D. 1135) and Hemacandra (c. A.D. 1150). all prior to L. Fibonacci (c. A.D. 1202). Narayana Pandita (A.D. 13Sh) established a relation between his srftcisi~ci-pcrirLfi. which contains Fibonacci numbers as a particular case. and “the mul...
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ژورنال
عنوان ژورنال: International Journal of Osteoarchaeology
سال: 2021
ISSN: 1047-482X,1099-1212
DOI: 10.1002/oa.2954