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Synthesizability aims at mathematicians who are interested in answering graph and model theoretical questions which are inspired by the field of organic chemical synthesis and whose answers, very likely, have strong applications to this field. It focuses on the study of certain graph theoretical problems, for which a precise explanation is given, how they represent the organic chemical synthesizability problem. These problems have been examined mainly with the purpose of establishing their decidability or undecidability. A considerable part of the text is dedicated to the generalization and the extension of the graph theoretical problems to a model theoretical problem, which in its turn is investigated under different aspects. The text consists of a total of 339 pages, a forword, an introduction, 12 chapters, a detailed symbol list and an accurate index. The Forword as well as several other fragments of the text are available as a preview through this link. Since many pages are missing in this preview, it is not suitable for the thorough study of the matter. If you would like to purchase a copy of the whole manuscript or if you are a publishing company interested in buying the publishing rights, please write an email to the address ermanni@aocr.ch. Please do not send any money without prior email contact. The price of the manuscript is CHF 150.- Payment information are given below. © 2017, 2021 Copyright by Luca A. Ermanni. The manuscript as well as the preview are protected by the laws of copyright. All rights are reserved, specifically the rights of reprinting, translation, reuse of any part of it, recitation, broad-casting, reproduction in any way and storage in data bases. Duplication of any part of these works are permitted only under the provisions of the current Swiss Copyright Law. Permissions for any other use must be obtained in every case from the author Luca A. Ermanni. Violations are liable for prosecutions. To purchase the manuscript the customer must transfer the amount of CHF 150.- to the following account
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