Переход к рынку в начале 90-х годах прошлого века в России сопровождался появлением новых профессий, которых не было в Советском союзе. Это прежде всего относится к профессиям, обеспечивающим функционирование рынка. Например, для обеспечения перехода прав на объекты недвижимости необходимо сориентировать продавцов и покупателей в рыночной стоимости этих прав, а для этого необходимо обладать полнотой информации по продажам аналогичных прав, особенностям функционирования отдельных сегментов рынка, сложившейся практикой сделок, уметь обрабатывать эту информацию и т.д. Типовые продавцы и покупатели, как правило, не обладают такими компетенциями и вынуждены привлекать к сделкам специальных консультантов – оценщиков, которые снижают их риски и транзакционные издержки в сделках. Профессия оценщика уважаемая и хорошо оплачиваемая профессия в странах рыночной экономики.
Появление оценочной профессии в начале 90-х годов в Российской Федерации было связано не с сделками с правами, а необходимостью разрешения коллизий с переоценкой основных фондов предприятий в условиях гиперинфляции. Применение традиционных индексных методов в бухгалтерском учете тогда привели к парадоксальным результатам, которые грозили исказить всю финансово-экономическую деятельность предприятий. Решение было найдено в привлечении к переоценке основных фондов независимых специалистов, умеющих работать с рыночной информацией, которые и стали первыми оценщиками страны. Чтобы получить права переоценки основных фондов предприятий необходимо было пройти переподготовку в высших учебных заведениях и получить 4 сертификата по 1) оценке недвижимости, 2) машин, оборудования и транспортных средств, 3) интеллектуальной собственности и нематериальных активов, 4) оценке бизнеса.
Автору настоящего пособия давилось пройти соответствующее обучение и принять активное участие процедурах переоценки основных фондов и получить соответствующий опыт, который и был изложен в одном из первых в стране учебном пособие по оценке недвижимости.
Учебное пособие «Основы теории и практики оценки недвижимости», вышло в издательстве «Русская деловая литература» в 1997 году тиражом 4000 экз.
В своем первом учебном пособии автор попытался популярно изложить и адаптировать применительно к российским условиям теорию оценки недвижимости, которую нам привезли из США. Эти работы обобщали обширную американскую практику оценки 70-80-ых годов прошлого века. Другой теории тогда мы просто не знали. Это потом мы узнали, что есть методы оценки, которые применялась в дореволюционной России, были своеобразные методы оценки Великобритании и Германии и т.д. Однако и этой теории в то время вполне хватало для проведения оценок в условиях становления рынка недвижимости в Российской Федерации.
Дело в том, что в условиях становления рынка недвижимости рыночной информации, на которой строилась теория оценки, просто не существовало, и вся оценка происходила на основе затратного подхода. То есть затраты давали основные ориентиры участником рынка для принятия решений по купле-продаже, принятию управленческих и учетных решений в сфере недвижимости. Для применения же затратного подхода имелась в наличие хорошая информационная база по укрупненным затратам на строительство. Эта информационная база была создана в советский период в виде нормативных документов Госстроя СССР, среди которых наибольшее применение в оценке нашли сборники «Укрупненных показателей восстановительной стоимости» (УПВС).
Когда же появилась первая рыночная информация по арендным ставкам и сделкам с объектами недвижимости оценщики начали применять и сравнительный и доходный подходы на основе той теории, которая была изложена в американских учебниках и адаптирована к нашим условиям в наших учебниках и учебных пособиях. В это время уже в МГСУ-МИСИ автором было подготовлено ряд учебных пособий, отражающих сложившеюся теорию и практику оценки недвижимости, движимости, нематериальных активов и бизнеса
Со временем рынок недвижимости в России начал активный рост, особенно в нулевых годах. В конце нулевых годов мы стали свидетелями бума на рынке недвижимости. На рынок пришли крупные западные инвестиционные фонды, инвестировали российские банки и нефтегазовые компании, частные инвесторы, ПИФы. Активно в этот процесс включилось и государство. Заработала государственная программа по доступному жилью. Появились достаточно сложные механизмы привлечения инвесторов для строительства объектов недвижимости «на чужой земле», то есть на землях государственной или муниципальной собственности, на бартерной основе. Для инвесторов и для собственников земельных участках, в условиях большой инфляции и длительных сроков строительства, оказалась выгодной схема расчета за право строительства на чужой земле в виде некой натуральной доли итогов строительства – построенных площадей. Эта доля получила название – «доля города» или «доля РФ».
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)
Перед оценщиками недвижимости начали ставить задачу – определить эту долю. Попытки применить существующую теорию оценки для решения подобных задач натолкнулись на серьезные препятствия. То есть практика выдвинула новые требования к теории оценки. Выяснилось, что чтобы решить подобные задачи недостаточно использовать только теорию стоимостной оценки, необходимо также применить теорию оценки эффективности инвестиционных проектов и теорию девелоперских проектов.
В ответ на эти вызовы автором в конце 2008 года была подготовлена и издана в издательстве «Маросейка» монография «Теория и практика оценки для целей девелопмента и управления недвижимостью».
Параллельно со стоимостной оценкой в стране начала проводится оценка для целей налогообложения, то есть начал складываться институт кадастровой оценки. Если институт стоимостной оценки прошел этап становления и перешел от лицензирования к саморегулированию, то кадастровой оценкой занимались государственные чиновники. Для этого было создано специальное ведомство Росземкадастр, которое затем было дважды реформировано. В результате этих реформ ведомство сначала переименовали в Роснедвижимость, а затем в Росреестр. Перед этим ведомством были поставлены конкретные задачи, и оно их как-то решало. При этом профессиональные оценщики к этим работам практически не привлекались, за исключением, пожалуй, отдельных работ, которыми занималась Российская коллегия оценщиков (РКО), МОК-центр будущего министра Галушка А.С., нижегородская компания и некоторые другие.
Все бы это так дальше и продолжалось, если бы на рынке не произошли существенные изменения. И главное из них – это то, что 6 мая 2009 года Государственной думой РФ был принят в первом чтении Федеральный закон «О внесении изменений в Федеральный