Titlebook: Atlas of Minimally Invasive Facelift; Facial Rejuvenation Jose Maria Serra-Renom,Jose Maria Serra-Mestre Book 2016 Springer International

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Functional Differential Equationsm negative vector refers to the ptosis and atrophy of the malar fat compartments, which make the lower lid appear very long when seen in profile and when the angle of the cheek is posterior to the surface of the cornea [1–5].

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Mathematics and Its Applicationsonal component of these folds, they cannot correct other losses of volume or gravity changes in the older patient, which may notably deepen the nasolabial or labiomental creases around the perioral area [1, 2].

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https://doi.org/10.1007/978-94-017-1630-7The injection of fat in the facial region is a relatively safe procedure. When performed correctly, the complication rate is low [1, 2].

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Functional Differential EquationsTo obtain the most natural-looking results possible, it is necessary to reestablish a rejuvenated facial contour, complementing conventional approaches that can correct excess skin laxity with procedures to provide volume at the points where it has been lost.

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Mathematics and Its ApplicationsVolumetric rejuvenation of the periorbital region and the upper third of the face has two applications. First, it is a useful technique for filling and correcting the various kinds of wrinkles that appear during aging in this area, which is one of the most frequently treated problems. Fat is one of a number of fillers used and gives good results.

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Functional Differential EquationsIt is very important to conduct a thorough medical history in order to determine our objectives in performing subcutaneous fat grafting in any area of the nasal pyramid.

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Mathematics and Its ApplicationsWe treat cervical horizontal wrinkles subdermally with microfat and intrasubdermally with sharp-needle intradermal fat grafting (SNIF), making injections throughout the length of the wrinkle. We proceed very carefully to avoid damaging the vessels because this is a danger zone. We always aspirate before the injection (Fig. 14.1).

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