Introduction
In December 2022, global minimum tax rules were incorporated into the Law for the Coordination of International Tax Affairs in Korea (“LCITA”), aligning with the Global Anti-Base Erosion (“GloBE”) Model Rules (Pillar Two) established by the OECD. These rules will become effective on or after January 1, 2024.
The newly introduced global minimum tax rule aims to address tax avoidance related to base erosion and profit shifting by multinational enterprises (MNEs), ensuring that large MNEs pay an appropriate level of taxation on their income.
The revised LCITA in 2022 introduced key points of the global minimum tax rules. The Korean government aimed to address technical issues outlined in the OECD Model Rules, the explanatory Commentary, and the discussions from the OECD/G20 Inclusive Framework through the revision of the following Presidential Decree and the Enforcement Rules of the LCITA within 2023.
On July 27, 2023, the Korean government announced the reform bill including supplements to Korea's current global minimum tax rules.
As a significant change in the reform bill, while the implementation date of the Income Inclusive Rule (IIR) remains the same as January 1, 2024, the implementation date of the Undertaxed Payment Rule (UTPR), is postponed by one year to January 1, 2025. This decision considers the following factors:
- Concerns about potential instability in the inbound investment environment that could arise from introducing the UTPR before other countries.
- The anticipated UTPR implementation date for other countries planning to adopt global minimum tax rules (such as the EU, U.K., Japan, Canada, Singapore, Hongkong, Australia,
New Zealand, etc.) is also set for 2025 or later.
*The definition of IIR and UTPR will be explained later in the section on “Charge of additional top-up tax”.
Furthermore, the reform bill in 2023 includes certain revisions to align with the technical guidance for implementing the global minimum tax rules released by OECD.
Additionally, to alleviate the compliance burden during the initial implementation, during the transition period (fiscal year commencing on or before December 31, 2026, and ending on or before June 30, 2028), the following additional taxes and penalties shall be exempted or reduced.
- Exemption from additional tax for non-reporting, underreporting, etc.
- 50% reduction in late payment interest charge.
- Exemption from penalties for non-compliance with the obligation to file a GloBE information return if appropriate measures stipulated in LCITA are taken.
This tax reform bill in 2023 was confirmed by the Korean government on August 29, 2023, and was submitted to the National Assembly in Korea for further review and approval clearance.
Below is a summary of global minimum tax rules in LCITA.
Scope and Taxpayers
- The global minimum tax rules shall apply to constituent entities of MNE Groups whose annual consolidated revenues in at least two of four preceding fiscal years equal or exceed EUR 750 million.
- Certain entities generally exempt from taxes for policy purposes, such as governmental entities, international organizations, non-profit organizations, and pension funds, are excluded entities and are not subject to the application of the global minimum tax rules.
- Domestic constituent entities are required to pay an additional top-up tax allocated in accordance with IIR and UTPR specified in LCITA.
Effective Tax Rate and Additional Top-up Tax
- The Effective Tax Rate (“ETR”) is used to determine whether in a fiscal year, the MNE group is subject to a minimum level of tax on its income arising in a particular jurisdiction and if the jurisdiction’s ETR is below the Minimum Rate (15%).
- The ETR for each jurisdiction shall be calculated as the sum of (1) the ‘Adjusted Covered Taxes’ of each constituent entity located in the jurisdiction for the fiscal year divided by (2) the ‘net GloBE income’ of the jurisdiction. The income and taxes of Investment Entities such as investment funds located in a jurisdiction are excluded from the ETR computation for that jurisdiction and separate ETR shall be calculated.
- The adjusted covered taxes of a constituent entity for a fiscal year shall be computed by the current tax expenses that are accrued in its financial accounting net income or loss with respect to covered taxes for the fiscal year, adjusted by total deferred tax adjustments, etc.
- The net GloBE income is the sum of GloBE income and GloBE losses of all constituent entities located within the jurisdiction. The GloBE income or loss of a constituent entity is calculated by adjusting net tax expenses (addition) and dividend income (deduction), among other factors, based on the financial accounting net income or losses for the relevant fiscal year. The financial accounting net income or losses should be derived from the consolidated financial statements of the ultimate parent entity in accordance with the accounting standard before any consolidation adjustments are applied.
- Additional top-up tax for the jurisdiction for the fiscal year is computed in accordance with the following formula:
- Jurisdictional top-up tax = (Minimum tax rate (15%) - Effective tax rate for the jurisdiction) × (net GloBE income - substance-based Income exclusion1) + additional current top-up tax - qualified domestic minimum top-up tax2
*1. A certain percentage (5%) of the sum of the payroll carve-out and the tangible asset carve-out for a constituent entity in that jurisdiction.
*2 Undertaxes paid in the jurisdiction in which the entity is located where the effective tax rate is below the minimum rate (15%) (There is an effect of preventing the transfer of taxation rights by collecting additional top-up tax first in the country where the entity is located.)
- Additional top-up tax for each entity is computed in accordance with the following formula:
- Each entity’s additional top-up tax = Additional top-up tax for the jurisdiction x [(GloBE income of the entity / sum of Globe income of entities within the jurisdiction)].
- Company A, located in country X, is the ultimate parent company and owns subsidiaries B1 and B2 located in country Y. The financial information of each company is as follows.
|
Company A |
Subsidiary B1 |
Subsidiary B2 |
1) Income tax expense |
500 |
50 |
45 |
2) Adjustment (i.e., taxes recorded in Equity) |
50 |
5 |
- |
3) The adjusted covered tax (1+2) |
250 |
55 |
45 |
4) Net income |
800 |
450 |
255 |
5) Adjustment (i.e., net tax expenses) |
200 |
50 |
45 |
6) The GloBE income (4+5) |
1,000 |
500 |
300 |
- The ETR in Country Y, where the subsidiaries of Company A are located, is 12.5% (calculated as (55+45)3) divided by (500+300)6)). And the additional tax amount is 20 (calculated as (15% - 12.5%) × (500+300)6)).
Charge of Additional Top-up Tax
The charging provisions are made up of two interlocking rules, the "Income Inclusion Rule (IIR)" and the “Undertaxed Payment Rule (UTPR)”.
Application of the IIR
- Under the IIR, the ultimate parent entity shall pay the allocated additional top-up tax of the lowtaxed constituent entity (LTCE) first, and if it cannot be imposed on the ultimate parent entity, the next-tier intermediate parent entity shall pay.
- In split-ownership structures, if a partially owned parent entity (POPE3) holds shares of the LTCE, the POPE shall pay the additional top-up tax allocated.
*3) POPE: 3rd party intermediate parent entities having directly or indirectly significant (i.e., more than 20%) minority interest of the LTCEs outside the MNE group.
- Top-up tax for LTCEs shall be allocated to the parent entity applying the IIR by the parent entity’s inclusion ratio. The inclusion ratio is the ratio of the parent entity’s share of a LTCE’s GloBE Income to its total GloBE Income for the Fiscal Year.
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)
Application of the UTPR
- In cases where the IIR cannot be applied because the ultimate parent entity is low-taxed or the country where the ultimate parent company does not introduce the qualified IIR, the county where subsidiaries of MNE are located can impose the top-up tax allocated that is not subject to the IIR.
- The total UTPR top-up tax amount shall be allocated to each UTPR jurisdiction (i.e., Korea) based on the following formula:
- Domestic UTPR top-up tax = 50% x (the total number of employees of domestic constituent entities / the total number of employees of constituent entities of an MNE group located in all countries where the qualified IIR are in effect) + 50% x (the total net book value of tangible assets of domestic constituent entities / the total net book value of tangible assets of constituent entities of an MNE group located in all countries where the qualified IIR are in effect)
- The domestic UTPR top-up tax shall be allocated to individual constituent entities in proportion to the number of employees and net book value of tangible assets.
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)
Filing and Payment
- Domestic constituent entities are required to file a ‘GloBE information return’ to the tax authorities within 15 months after the end of each fiscal year (18 months after the end of the fiscal year for which the first filing is made).
- They shall also file a report for additional top-up tax allocated and pay the tax amounts to the tax authorities by the filing due date of the GloBE information return.