Definición y conceptos |
Definition:
Revenue is defined in Chapter 4 (paragraph 4.23) of Government Finance Statistics Manual (GFSM) 2014 as an increase in net worth resulting from a transaction. It is a fiscal indicator for assessing the sustainability of fiscal activities. General government units have four types of revenue. The major types of revenue are taxes (GFS code 11), social contributions (GFS code 12), grants (GFS code 13), and other revenue (GFS code 14). Of these, compulsory levies and transfers are the main sources of revenue for most general government units. In particular, taxes are compulsory, unrequited amounts receivable by government units from institutional units. Social contributions are actual or imputed revenue receivable by social insurance schemes to make provision for social insurance benefits payable. Grants are transfers receivable by government units from other resident or non-resident government units or international organizations, and that do not meet the definition of a tax, subsidy, or social contribution. Other revenue is all revenue receivable excluding taxes, social contributions, and grants. Other revenue comprises: (i) property income; (ii) sales of goods and services; (iii) fines, penalties, and forfeits; (iv) transfers not elsewhere classified; and (v) premiums, fees, and claims related to non-life insurance and standardized guarantee schemes.
Concepts:
The transactions and the associated classifications are detailed in Chapter 5 of GFSM 2014 and are structured to demonstrate how general government (and public sector) units raise revenue. Only those taxes and social insurance contributions that are evidenced by tax assessments and declarations, customs declarations, and similar documents are considered to create revenue for government units. Thus, the difference between assessments and expected collections represents a claim that has no real value and should not be recorded as revenue (see GFSM 2014 paragraph 5.20). The analytic framework of GFSM 2014 (like that of the GFSM 2001) builds on the GFSM 1986 framework, and extends it by incorporating additional elements that are useful in assessing fiscal policy. An important example is the treatment of non-financial assets, where the sale of such assets is no longer included in revenue. The disposal of a non-financial asset by sale or barter is not revenue because it has no effect on net worth. Rather, it changes the composition of the balance sheet by exchanging one asset (the non-financial asset) for another (the proceeds of the sale).
Similarly, amounts receivable from loan repayments and loan disbursements are not revenue. In general, transactions that increase net worth result from current operations. Capital transfers are an exception. In GFSM 2014, capital transfers receivables are classified as revenue because they increase the recipient’s net worth and they are often indistinguishable from current transfers in their effect on government operations. In recording cash-based accounting revenue transactions, data representing the tax payments received by government, net of refunds paid out during the period covered should be reported. These data will include taxes paid after the original assessment, taxes paid or refunds deducted from taxes after subsequent assessments, and taxes paid or refunds deducted after any subsequent reopening of the accounts. Therefore, total tax revenue could be presented on a gross basis as the total amount of all taxes accrued, or on a net basis as the gross amount minus tax refunds. Revenue categories are presented as gross of expense categories for the same or related category. In particular, interest revenue is presented as gross rather than as net interest expense or net interest revenue.
Similarly, social benefits and social contributions, grant revenue and expense, and rent revenue and expense are presented gross. Also, sales of goods and services are presented gross of the expenses incurred in their production. In cases of erroneous or unauthorized transactions, revenue categories are presented net of refunds of the relevant revenue, and expense categories are presented net of inflows from the recovery of the expense. For example, refunds of income taxes may be paid when the amount of taxes withheld or otherwise paid in advance of the final determination exceeds the actual tax due. Such refunds are recorded as a reduction in tax revenue. For this reason, tax revenue is presented as net of non-payable tax credits (see GFSM 2014 paragraphs 5.29–5.32).
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Fuentes de datos |
The actual and recommended sources of data for deriving this indicator are the fiscal statistics reported to the IMF’s Statistics Department. These come from various national agencies (Ministries of Finance, Central Banks, National Statistics Offices, etc.) and are compiled according to a standardized method for data collection: the annual GFS Questionnaire. In the 2020 annual reporting cycle, approximately 130 countries reported the relevant series for monitoring indicator 17.1.1. For current non-reporting countries that have demonstrated the capacity to compile and report the relevant GFS revenue series, the IMF Statistics Department is engaged in outreach to the national authorities, in consultation with the respective IMF Area Departments and Offices of the Executive Director, as needed. Capacity Development activities will seek to address data deficiencies, including through regional workshops. The steps outlined above should allow, over time, for covering virtually the entire IMF membership.
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Comentarios y limitaciones |
In principle, GFS should cover all entities that materially affect fiscal policies. Cross-country comparisons are ideally made with reference to the consolidated general government sector. However, for most developing and many emerging market economies, compiling data for the consolidated general government and its sub-sectors is problematic owing to limitations in the availability and/or timeliness of source data. For example, a country may have one central government; several state, provincial, or regional governments; and many local governments. Countries may also have social security funds. The GFSM 2014 recommends that statistics should be compiled for all such general government units. This reporting structure is illustrated below:
Structure of the general government sector and its subsectors
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)
Some countries report data for the consolidated general government with one or more sub-sectors not separately reported. Similarly, there are some countries that report “consolidated central government” without necessarily providing the budgetary central government sub-sector separately. To address this, and allow the derivation of regional and world aggregates, the country data are presented for the budgetary central government, the consolidated central government (with and without social security funds), and for consolidated general government, as reported by the national authorities.
For many emerging market and low-income countries with limited statistical capacity, budgetary central government is considered the most appropriate level of institutional coverage for comparison purposes. Budgetary central government, as described in GFSM 2014 (paragraph 2.81), is an institutional unit of the general government sector particularly important in terms of size and power, particularly the power to exercise control over many other units and entities. This component of general government is usually covered by the main (or general) budget. The budgetary central government’s revenue (and expense) are normally regulated and controlled by a ministry of finance, or its functional equivalent, by means of a budget approved by the legislature.
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Método de cálculo |
Indicator 17.1.1 will be derived using series that are basic to the GFS reporting framework. GFS revenue series maintained by the IMF Statistics Department are collected in Table 1 of the standard annual data questionnaire. Each revenue transaction is classified according to whether it is a tax or another type of revenue. GFS revenue aggregates are summations of individual entries and elements in this particular class of flows and allow for these data to be arranged in a manageable and analytically useful way. For example, tax revenue is the sum of all flows that are classified as taxes. Conceptually, the value for each main revenue aggregate is the sum of the values for all items in the relevant category. The annual GFS series for monitoring Indicator 17.1.1 will be derived from the data reported by the national authorities (in national currency) expressed as a percent of Gross Domestic Product (GDP), where GDP is derived from the IMF World Economic Outlook database (no adjustments and/or weighting techniques will be applied). Mixed sources are not being used nor will the calculation change over time (i.e., there are no discontinuities in the underlying series as these are key aggregates/ components in all country reported GFS series). The presentation will closely align with that currently contained in World Table 4 from the hard-copy GFS Yearbook:
Revenue categories
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)
Historic series have been aligned with GFSM 2014 classifications. This enhances the comparability of data across countries and ensures establishing robust analytical findings to support SDG monitoring using fiscal data.
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