VerifiedEvidence: highv1.0.0

Inflation Rate

The percentage rate at which the general level of prices for goods and services rises over a given period.

Last reviewedDarrin Baines IP Ltd

Concept Architecture

Concept

Theoretically, the Inflation Rate is the proportional rate of change in the general price level over a specified period. It is based on macroeconomic and index number theory, recognising that changes in prices affect the purchasing power of money and the valuation of healthcare costs over time. In health economics, inflation rates are used to adjust historical costs to constant prices and ensure valid comparisons across different time periods.

Mathematically, the Inflation Rate is represented as the percentage change in a price index between two periods. The mathematical framework quantifies the rate at which prices increase or decrease and provides the basis for cost inflation and deflation.

In practice, Inflation Rates are calculated using recognised price indices such as the Consumer Price Index (CPI) or Health Price Index (HPI). They are routinely applied in economic evaluations, budget impact analyses, health expenditure studies and health technology assessments to standardise monetary values across years.


Purpose

Used to measure changes in price levels, adjust healthcare costs across time, standardise monetary values, support economic evaluation, and analyse trends in healthcare expenditure.


Mathematical Formulae

Primary Formula

IR = (PI? ? PI???) / PI??? ? 100

Where:

  • IR = Inflation rate (%)
  • PI? = Price index in the current period
  • PI??? = Price index in the previous period

Supporting Formulae

Cost adjustment:

CostCurrent = CostPrevious ? (1 + IR/100)

Related Mathematical Methods

  • Consumer Price Index
  • Health Price Index
  • Inflation Adjustment
  • Cost Standardisation

Example

The Health Price Index increases from 112 to 118 over one year.

The inflation rate is:

IR = (118 ? 112) / 112 ? 100 = 5.36%

A healthcare procedure costing �5,000 in the previous year is adjusted to:

�5,000 ? 1.0536 = �5,268

The inflation-adjusted cost is �5,268.


Excel Implementation

FunctionExample FormulaHealth Economics Application
Percentage=((B2-B1)/B1)*100Calculate the annual inflation rate from price indices.
Multiplication=B3*(1+B4/100)Inflate historical healthcare costs using the inflation rate.
ROUND=ROUND(B3*(1+B4/100),2)Report inflation-adjusted healthcare costs.

VBA (Optional)

Automate annual inflation adjustments for healthcare costs using published inflation rates across multiple reporting periods.


Sources

  • Organisation for Economic Co-operation and Development. Consumer Price Indices: Sources and Methods.
  • International Labour Organization, International Monetary Fund, OECD, Eurostat, United Nations, World Bank. Consumer Price Index Manual: Concepts and Methods.
  • Drummond MF, Sculpher MJ, Claxton K, Stoddart GL, Torrance GW. Methods for the Economic Evaluation of Health Care Programmes. Oxford University Press.
  • NICE. Health Technology Evaluation Manual.

Library

Publications

1
  • BookFeatured

    Methods for the Economic Evaluation of Health Care Programmes — Drummond, Sculpher, Claxton, Stoddart & Torrance, 4th Edition ed., 2015 (Oxford University Press)

    The standard international reference text for economic evaluation methods in health care, covering cost-effectiveness, cost-utility and cost-benefit analysis, measurement of costs and outcomes, evidence synthesis, and the characterisation of uncertainty.

Frequently Asked Questions (6)

  • What is the inflation rate?

    The percentage rate at which the general level of prices for goods and services rises over a given period.

    Source: Mankiw 2016

  • How is inflation rate measured?

    The general price level is tracked by an index built from prices of a defined basket of goods and services, and the inflation rate is the proportional change in that index between two periods, usually expressed at an annual rate. Different indices give different answers because they cover different baskets: a consumer index covers household purchases, a producer index covers goods leaving factories, and a deflator derived from national accounts covers everything produced domestically. None is the true rate, since there is no single price level.

    Source: Mankiw 2016

  • How does the inflation rate reflect the difference between nominal and real quantities?

    A nominal amount is expressed in the money of the day, and a real amount is expressed in the purchasing power of a chosen base period. Converting between them requires an index and a stated base year. The distinction matters because a nominal increase in spending can coexist with a real decline, and a series presented in nominal terms will show growth even where nothing changed but prices. Any statement about spending over time is uninterpretable without knowing which basis it uses.

    Source: Mankiw 2016

  • Why does inflation rate matter?

    Discounting adjusts for the timing of costs and benefits, and inflation adjusts for changes in the price level, and the two are separate operations frequently confused. Standard practice expresses all flows in constant prices of a base year and applies a real discount rate, which excludes general inflation entirely. Applying a nominal rate to real values, or a real rate to nominal ones, produces an error that compounds over the horizon and can be large in a long analysis.

    Source: Briggs, Claxton & Sculpher 2006

  • What is relative price change, and why is it separated from the inflation rate?

    General inflation moves all prices together, while relative price change describes one price moving differently from the rest, as health sector pay and medicines have done over long periods. Constant-price analysis removes the first and not the second, so an expectation that a particular input will become more expensive relative to others must be modelled explicitly. Doing so requires evidence, since an assumed divergence extended over decades can drive a result more strongly than any clinical parameter.

    Source: Drummond et al. 2015

  • Why does a measured inflation rate understate or overstate?

    A fixed basket cannot capture consumers shifting towards goods whose prices rose less, which overstates the increase in the cost of living. Improvements in the quality of goods are difficult to separate from price rises, which overstates it further. New goods enter the basket after their prices have already fallen. In the other direction, indices may miss price increases concentrated in items households cannot avoid. The direction and size of the net error are contested and vary between countries and periods.

    Source: Mankiw 2016

Trust Record

Verified by Dr Darrin Baines

British health economist

Professional identity: darrinbaines.org

Verification date: 29 Jul 2025

Content version: 1.0.0

Canonical Identity

Term code
HE-EE-CA-053

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