DOI: 10.7256/2454-065X.2021.6.37129
Received:
13-12-2021
Published:
20-12-2021
Abstract:
Modern conditions dictate new challenges for the economy in order to remedy structural imbalances. The answers to these challenges can only be in the format of innovations. The past six month showed that successful players on any markets became the economic entities that have been actively implementing innovations, namely digital technologies and products. From the economic perspective, tax incentivization has always been the most effective tool for the innovative economic activity. In view of this, the goal of this research lies in substantiation of tax incentives to encourage the implementation of digital innovations. The subject of this article is tax incentives for the implementation of digital innovations. Description is given to the advantages and disadvantages of the existing tax system of stimulating innovative activity in the Russian Federation, examination of tax incentives as the main tool for stimulating innovative activity in the Russian Federation, and formulation of the proposals for improving the legislation on taxes and fees for increasing the efficiency of innovation economy. The key principle of the development of tax mechanism is the selection of effective tax instruments that meet the objectives of the government and economic system. The implementation of digital innovations is much more dynamic due to the comprehensive use of the systems of mechanisms for regulating tax activity. As a result, the author determines the flaws in tax incentives aimed at encouraging the implementation of digital innovations, as well as develops recommendations for improving the methods of tax incentives for the implementation of digital innovations.
Keywords:
tax methods, incentives, innovations, digital innovations, innovative activity, tax authorities, economics, incentive methods, introduction of digital innovations, innovative economy
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Отечественная экономическая наука под налоговым потенциалом территории понимает группу объектов обложения налогами в действующей налоговой системе, которые находятся на территории всей страны или конкретного субъекта федерации. Этой совокупностью всех объектов налогообложения, объединенных по национальному, отраслевому или иному признаку, характеризуются ресурсы доходов бюджета территории на душу населения.
Налоговое стимулирование создаёт эффект косвенной финансовой поддержки и является комплексом мер по предоставлению налоговых льгот и преимуществ субъектам экономических отношений, которые, в свою очередь, обеспечивают благоприятные технические условия по ведению инновационной деятельности [2].
Инновационный сектор экономики нуждается в постоянном развитии теоретической и практической базы, поскольку налоговая система постоянно глобально реформируется. Под налоговым регулированием понимают комплекс мер, которые направлены на развитие инновационной деятельности, за счет создания благоприятных условий.
Процесс внедрения инноваций – это очень длительный по времени, высокий по затратам и зачастую, не определенный каким-либо результатом процесс, именно поэтому он нуждается в государственном регулировании.
Выделяют следующие формы государственной финансовой поддержки инвестиционной деятельности: прямое стимулирование – средства выделяются из бюджета для НИОКР; косвенное стимулирование – налоговое стимулирование инвестиционной деятельности [3].
Косвенное стимулирование представлено налоговыми льготами и изменением ставок налогообложения для инвестиционной деятельности. Выделяют перечень льгот по уплате налогов, стимулирующих инвестиционную деятельность:
1. Льгота по уплате налога на добавленную стоимость. Льгота применяется при поставке в РФ импортного оборудования, не имеющего аналогов по производству в нашей стране. Однако действие данной налоговой льготы следует распространить на все высокотехническое оборудование.
2. Льгота по уплате налога на прибыль. Существует ряд льгот, влияющих на размер прибыли, учитываемой для налогообложения [5].
Вместе с тем, выделяют следующие налоговые льготы:
1. Налоговое освобождение. Представляет собой уменьшение налога на прибыль организации, который подлежит уплате. Примером здесь выступают налоги на доходы ИП и налоги, относящиеся к заработной плате работников, которые заняты НИОКР.
2. Налоговый вычет. Повышающий коэффициент уменьшает налоговую базу за счет увеличения затрат на НИОКР.
3. Патентное окно. Прибыль для налогообложения уменьшается на расходы, которые организация несет на разработку и коммерциализацию продуктов c патентным правом.
Вместе с тем, если организация запатентует собственный проект или разработку, она имеет право использования снижения налоговой ставки [2]. Правительством Российской Федерации утверждается список организаций грантодателей (фондов), при финансировании из которых отсутствует налогообложение, то есть компании, которые получают гранды на свою деятельность, автоматически освобождены от уплаты налога на прибыль, а сотрудники организации грантополучателя – от уплаты налога на доходы физических лиц.
Среди прочих налоговых льгот, отдельно выделяют инвестиционный налоговый кредит. Здесь сумма налога на прибыль уменьшается в плановые даты оплаты налога, но впоследствии обязательна к выплате сумма кредита, увеличенная на размер рассчитанных процентов.
Срок инвестиционного налогового кредита определен статьей 67 Налогового кодекса Российской Федерации и составляет от 12 месяцев до 5 лет [1]. Российские организации, занятые научной и технической деятельностью имеют право применения специального коэффициента амортизации – 3, за счет которого происходит ускоренная амортизация основных фондов, что приводит к уменьшению налогооблагаемой базы (статья 259 Налогового Кодекса Российской Федерации).
Научный и технический процесс развития общества определяется в накоплении капитала за счет выделения более перспективных и прибыльных направлений инновационной деятельности государством, именно посредством налогового регулирования происходит воздействие на структуру экономики. Уровень экономии бюджетных средств, который не подлежит уплате в бюджет и в дальнейшем направляется на развитие организации в ее инвестиционную деятельность определяется эффективностью использования льгот, которые предусмотрены законодательством в области налогообложения [6].
Недостаток финансов в области развития инноваций в России – актуальная проблема, применение налоговых льгот позволяет создавать новые НИОКР и направить освободившиеся финансовые ресурсы на конкретные проекты участников инновационного процесса. Экономическая эффективность применяемых льгот в сфере налогообложения представлена отношением результативных показателей инновационной деятельности организации к расходам, которые были направлены на ее достижение.
Важной проблемой инновационного развития является сложность реализации на российском рынке инновационных продуктов и разработок в связи со сложностью продуктов и невосприимчивостью к ним. Решить данную проблему можно за счет внедрения патентного окна, получившего высокое признание и популярность в инновационной деятельности зарубежных стран. При использовании данной льготы обеспечивается благоприятный режим налогообложения организаций при получении прибыли от формирования и использования собственности (патент, товарный знак и т.д.) [4].
Инновационная деятельность Российской Федерации регулируется множеством механизмов и инструментов в области налогообложения, что обеспечивает ее поддержание, развитие и стимуляцию. И все же, если взять в учет опыт зарубежной деятельности в части стимулирования налогообложения инновационной деятельности, следует выделить:
1. Необходимость введения прямых льгот по налогу на прибыль организаций. Данный вид льгот самый эффективный из применяемых при стимулировании экономики в части процессов, связанных с инновациями и инвестициями. В качестве примера внедряемых налоговых льгот можно использовать налоговые каникулы – освобождение на время от уплаты налогов. Этот способ частично реализован на территории Российской Федерации, например, в организациях промышленно-производственных и технико-внедренческих типов;
2. Необходимость пересмотра и изменения порядков и условий выдачи инвестиционных налоговых кредитов.
3. Необходимо ввести специальный повышающий коэффициент 1,25 к затратам на НИОКР для организаций, увеличивших объемы по сравнению со средними показателями за последние три года;
4. Необходимо доработать налоговое законодательство в части разработки, утверждения и внесения дополнительных норм стимулирования вложений инвестиций в деятельность организаций, занятых инновационной и высокотехнологичной деятельностью;
5. Необходимо внедрить режим свободной амортизации для основных средств, используемых малым инновационным бизнесом для реализации НИОКР;
6. Необходимо разработать критерии и закрепить их на законодательном уровне определения бизнеса, как малый инновационный;
Необходимо произвести совершенствование форм и механизмов предоставления льгот для инновационной деятельности организаций с целью получения максимальной эффективности в экономической, социальной, научно-технической, экологической сфере организаций [7].
На региональном и особенно муниципальном уровнях налоговое стимулирование инновационной деятельности практически не находит места из-за отсутствия достаточного количества бюджетных ресурсов. В современных условиях, как показали события завершающегося года в связи с пандемией, эти ресурсы на уровне многих регионов ожидаемо сокращаются. Именно реформы налоговой политики являются одним из эффективных методов стимулирования экономики на основе инноваций.
Объекты налогообложения, активно внедряющие новшества, в частности цифровые технологии и продукты, в короткие сроки смогли удержать свои позиции на рынке и даже повысить деловую активность, открылось много новых направлений экономической деятельности на фоне спада хозяйственной деятельности традиционных производств. Для инновационной активности предприятий необходимым условием является наличие свободных финансовых ресурсов, которые должны быть высвобождены ввиду уменьшения налоговой нагрузки. Этим мотивируется создание технических условий для внедрения новшеств и в целом повышается эффективность инновационной экономики на основе налогового стимулирования.
В настоящее время наблюдается большое количество мер налогового стимулирования инновационной деятельности предприятий, однако в условиях кризиса, нестабильности ввиду пандемии повсеместно деловая и хозяйственная активность значительно снизилась, не говоря уже об инновационной активности.
Основными из налоговых стимулов являются инвестиционный налоговый кредит (по налогам на прибыль и имущество), использование пониженных ставок налогов и страховых взносов (для резидентов особых экономических зон технико-внедренческого типа), ускоренная амортизация, уменьшение налогооблагаемой базы, налоговые льготы по упрощенной системе налогообложения (УСН) (рис. 1).
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)
Рис. 1. Формы налогового стимулирования
Важная роль в повышения эффективности инновационной экономики отводится стартапам. На практике возникают трудности развития стартапов, имеющих ограниченные ресурсы, представляющих собой компании с короткой историей операционной деятельности.
Стартап-активность непрерывно интенсифицируется, но большинство проектов не достигают реализации по причине отсутствия источника бюджетирования. Как правило, государственное финансирование исключается, так как четко расписано и блокирует внесение изменений при каждом внедрении нового объекта. Согласно практике, стартапы в качестве спонсора чаще всего используют венчурные фонды, представляющие собой инвестиции с высоким уровнем риска на долгосрочный период.
Инвестирование производится в капитал высокотехнологичных перспективных организаций, ориентирующихся на создание, разработку и внедрение наукоемких технологий и продуктов. Основная задача венчурного финансирования складывается из получения прибыли от прироста стоимости вложенных средств за счет развития и расширения технологичных компаний, а также реализации инновационных технологий. Венчурное финансирование допускает высокий уровень риска при реализации инновационных проектов, которые могут принести потенциально высокую прибыль, а могут завершиться полным провалом.
Таблица 1. Динамика позиции России в Глобальном инновационном индексе [5]
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)
Серьезную проблему современной налоговой политики составляет отсутствие стабильной законодательной базы. Неблагоприятное влияние на инвестиционный климат и нежелание налогоплательщиков соблюдать налоговое законодательство оказывает внесение частых поправок и корректировок в Налоговый кодекс РФ (НК РФ).
Кроме того, особого внимания заслуживает слабая конкретика правовых норм НК РФ, которая приводит к бюрократии и чрезмерно сложному подходу к расчету и уплате налогов для налогоплательщика. Стабильное преобладание «фискальной» цели взимания налогов над «регулирующей» содействует дальнейшему сокращению стимулов для предпринимательской активности и инновационной деятельности.
С каждым годом увеличивается налоговая нагрузка на реальный сектор экономики, продукция которого формирует основную часть экспорта страны, валовой внутренний продукт (ВВП) государства. При этом в большей степени усиливается квазифискальная налоговая нагрузка. Это является отпугивающим фактором для инвесторов и делает непредвиденными условия ведения бизнеса. Кривая Лаффера является экономическим показателем, демонстрирующим зависимость роста доходов бюджета от увеличения налоговых ставок.
Государственные рычаги воздействия на экономику сосредоточены на федеральном уровне. Правительство имеет все условия совершенствовать высокотехнологичную несырьевую экономику, но большее внимание уделяет развитию сырьевой, а не хай-теку. Региональные правительства имеют стимулы усиливать конкуренцию, увеличивать продуктивность труда, принимать участие в разработке современных технологий предприятиями, но не имеют необходимых средств государственной поддержки. Для усовершенствования экономики России в условиях западных санкций главным условием является трансформация экспортно-сырьевой экономики в инновационную экономику.
Например, в Волгоградской области в апреле 2020 г. внесены изменения в региональный закон «О ставке налога, уплачиваемого в связи с применением упрощенной системы налогообложения» для поддержки бизнеса и устойчивого развития экономики в условиях противодействия коронавирусной инфекции, согласно которому ожидается получение преференций более 6 тыс. региональным организациям и индивидуальным предпринимателям.
Новые налоговые ставки применяются для организаций и предпринимателей в следующих сферах:
- пассажирский и грузовой транспорт;
- туристический, гостиничный, санаторно-курортный и выставочный бизнес;
- бытовое обслуживание;
- дополнительное образование и уход за детьми;
- искусство, спорт, организация отдыха и развлечений.
Цель этих налоговых мер – снижение нагрузки на малый и средний бизнес, сохранение рабочих мест и обеспечение выплаты заработных плат в условиях, связанных с пандемией коронавируса [2]. Но налоговые стимулы в инновационной деятельности должны применяться при любых условиях.
Рост конкурентоспособности российских предприятий, обусловленный уменьшением налоговой нагрузки и преобладанием различных льгот, оказывает благоприятное влияние для дальнейшего стимулирования экономического роста в России. Сокращение налогов является самым важным стимулятором эффективного развития экономики.
Одним из методов налогового стимулирования внедрения инноваций также является налоговый кредит.
Механизм применения налогового кредита заключается в следующем:
1) Уменьшение общего объема налоговых поступлений налога на прибыль предприятий в государственный бюджет поступает от предприятий, осуществляющих затраты, связанные с научными разработками и инновационной деятельностью, таким образом происходит распределение инновационных расходов между предприятиями и государством.
Применение этого вида налогового стимула по результативности для инновационной деятельности предприятий вполне замещает прямое государственное финансирование. Суммы налоговых поступлений, которые не получает государство вследствие государственных инвестиций в виде предоставления налогового кредита компенсируются путем расширения объемов налоговых баз и приростом сумм налоговых поступлений в будущих отчетных периодах.
2) Уменьшение сумм налоговых обязательств по налогу на прибыль для предприятий в пределах отчетного периода, в котором были осуществлены инновационные расходы. Полученные высвобожденные средства в виде суммы неуплаченных налогов обязательно должны иметь целевое назначение, в частности использоваться на осуществление инновационных проектов.
Предоставление такой льготы позволяет предприятию усилить позиции на отечественном и международном рынке инноваций и способствует его развитию. Увеличение объемов инновационной продукции и прибыли от ее реализации в долгосрочной перспективе приведет к расширению налоговых баз.
В мировой практике налогообложения используется два вида инновационного налогового кредита: простой (объемный) и пристальный:
1. Использование простого (объемного) инновационного налогового кредита предприятием означает, что сумма, подлежащая оплате в виде налогового обязательства предприятия уменьшается на сумму произведенных им инновационных затрат за определенный период.
Таким образом, сумма инновационных расходов, понесенных предприятием, возмещается ему государством в виде части не уплаченных вследствие применения этой льготы налоговых платежей. Размер полученного налогового кредита прямо пропорционален объему осуществленных предприятием расходов на инновационную деятельность. При этом условия, согласно которым затраты предприятий можно определить как инновационные, удельный вес этих инновационных затрат к общему объему затрат предприятия, которая будет задействованной при предоставлении государственного возмещения в виде налогового кредита, размер ставки налогового кредита должны быть законодательно урегулированы в каждой стране.
2. Приростной инновационный налоговый кредит применяется в случае, заинтересованности государства в интенсификации осуществления инновационных процессов и увеличении связанных с этим затрат на инновационную деятельность предприятий. При применении пресного налогового кредита сумма налоговых платежей предприятий уменьшается на определенную сумму превышения инновационных расходов, осуществленных предприятием в отчетном периоде по сравнению с инновационными расходами предыдущих периодов. Если разница между объемом осуществленных инновационных потерь по двум сопоставимым периодам не увеличивается, то предприятие не имеет право на обреченный налоговый кредит, независимо от абсолютной величины инновационных расходов.
На сегодня инвестиционный налоговый кредит является наиболее распространенным и перспективным инструментом регулирования инновационной деятельности в налоговых системах стран с развитой рыночной экономикой. Например, в США распространена практика применения инвестиционных налоговых кредитов (ИНК) с целью стимулирования предприятий к увеличению ими расходов на квалифицированные научно-исследовательские работы.
К таким расходам относятся: стоимость основных средств, задействованных в ГДР; заработная плата работников в сфере ГДР; заключение соответствующих контрактов и получение патентов на территории государства. Размер налоговых кредитов не может превышать 50% квалифицированных инновационных расходов и 25% от величины налоговых обязательств.
Вышеупомянутый зарубежный опыт государственного регулирования инновационной деятельности показывает, что косвенные методы государственного регулирования в виде налоговых стимулов имеют существенное влияние на интенсификацию инновационной деятельности предприятий, поскольку способствуют усилению внедрения инноваций на предприятиях, росту научных кадров, созданию новых рабочих мест, расширению базы налогообложения, а также стратегического развития инвестиционно-инновационной деятельности страны.
Применение инструментов налогового стимулирования инновационной деятельности и в сфере проведения научно-исследовательских работ сейчас для России не рассматривается как один из ключевых стратегических направлений реформирования экономики, несмотря на рост международной конкуренции. Введение в России инновационно-инвестиционного налогового кредита как наиболее перспективного налогового стимула инноваций деятельности предполагает ускорение инновационного развития в стране.
Государственная поддержка научных разработок, внедрение инновационных процессов и технологий является необходимой для достижения стратегических, экономических и социальных задач государства. Также эффективное государственное регулирование инновационной деятельности может решить вопрос об увеличении объемов привлечения инвестиционных средств в деятельность инновационных предприятий и других предприятий и субъектов инновационных отношений.
Однако, действующая редакция Налогового кодекса России как основного законодательного документа налоговой системы не содержит четко прописанных и утвержденных норм, регламентирующих порядок применения и предоставления налоговых льгот в сфере науки и инноваций, также, в частности, это касается такого распространенного в мире стимула как инвестиционный налоговый кредит, который предоставляется в рамках налога на прибыль предприятий.
В действующем инновационном и налоговом законодательстве России пока отсутствуют утвержденные налоговые нормативно-правовые средства стимулирования инновационной деятельности предприятий, а в НКУ не указан механизм стимулирования инновационной деятельности с использованием налоговых инструментов, исключением можно считать только нормы относительно налогообложения прибыли предприятий, полученной путем внедрения энергоэффективных технологий и альтернативных источников энергии.
В России в настоящее время такая налоговая льгота как инвестиционный или инновационный налоговый кредит не применяется государством и механизм его предоставления не предусмотрен Налоговым кодексом. Стоит добавить, что, кроме преимуществ, внедрения инвестиционно-инновационного налогового кредита имеет ряд сложностей: внедрение этой льготы требует формулировки правил определения инновационных затрат, методики их формирования в налоговом и в бухгалтерском учете.
Ко всему вышеуказанному стоит добавить, что принципы введения и использования инвестиционно-инновационного налогового кредита должны придерживаться направления общих основ экономического пространства, то есть они должны соответствовать условиям налоговой и кредитной политики государства.
Эффективное стимулирование инновационной экономики достигается ослаблением налоговой нагрузки на корпоративный бизнес. Опыт промышленно развитых стран гласит о том, что устойчивая база государства находит место лишь в том случае, если соблюдается налоговый потенциал, стимулирующий эффективность инновационной экономики [7].
Действующие в настоящее время льготы недостаточно стимулируют инновационную экономику, что приводит к уклонению от налогов. Для увеличения деловой активности и эффективности инновационной экономики обязательно и прямое (выделение грантов, вручение государственных наград, присвоение почетных званий), и косвенное содействие государства через предоставление налоговых льгот.
Запуск инновационных проектов оживляет рынок, повышает деловую активность организаций, формирует новые производственные цепочки, то есть создаёт условия для эффективной деятельности и создания новых объектов налогообложения. Налоговые льготы являются главным условием роста налогового потенциала территории в современных условиях и стимулирования инновационной экономики.
Подводя итог, следует отметить, что основным принципом формирования налогового механизма выступает выбор эффективных налоговых инструментов, которые отвечают задачам государства и экономической системы и занимают приоритетное место. Внедрение цифровых инноваций происходит гораздо динамичнее за счет комплексного использования систем механизмов регулирования налоговой деятельности.
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