Publications by authors named "A H Bar"

Background: The melolabial interpolation flap is an effective surgical technique for reconstructing defects in the nasal ala and tip regions. Traditionally, this technique involves waiting for the standard 3-week period before pedicle division.

Objective: To evaluate whether accelerated takedown at 1- or 2-week postflap creation is possible while maintaining the flap's viability and functionality.

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Central-place foragers face high predation risk when repeatedly using routes near their nest, as predators can learn to ambush them there. We investigated the factors influencing the likelihood of desert ant foragers falling into pitfall traps, simulating common predators such as antlions or spiders. We varied the spatial configuration of the pitfall traps, the presence of trapped nestmates and the availability of visual landmarks to study the workers' susceptibility to falling into pits and their foraging success.

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This study aimed to identify factors influencing the completeness of primary and re-excision of basal cell carcinoma (BCC), cutaneous squamous cell carcinoma (SCC), and cutaneous carcinoma in situ (CIS) of the head and neck. A retrospective single-center analysis was conducted, encompassing 1513 instances of cutaneous tumors recorded between 2015 and 2022. This dataset comprised 1108 primary excisions and 405 re-excisions, all of which were histologically verified cases of BCC, SCC, and CIS located within the head and neck region.

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Background: Oral rehabilitation with dental implants is a common procedure in modern dentistry due to its high success rates. However, complications such as implant displacement can occur, particularly in the maxillary region due to factors like atrophied maxilla, thin alveolar bone, and low bone density. This case series explores scenarios of maxillary dental implant displacement, emphasizing the impact of immediate preoperative imaging on patient outcomes.

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This paper presents a new framework based on nonlinear partial differential equations and statistics. For the nonlinear Phi-4 equation, the probability density function of the hyperbolic secant (HS) distribution has been obtained. Our model's density has various shapes, including left-skewed, symmetric, and right-skewed.

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