housing

House Price Index

Nominal residential property price index (2015=100)

1.9▼ 36.0
As of 2025-10-01 · OECD

Historical Data

2000 Q32002 Q22004 Q12005 Q42007 Q32009 Q22011 Q12012 Q42014 Q32016 Q22018 Q12019 Q42021 Q32023 Q22025 Q40.050.0100150200

What Is the House Price Index?

The house price index, often abbreviated HPI, is the most widely referenced measure of residential property price movements in an economy. It tracks the change in the selling prices of residential dwellings over time, expressed as an index number relative to a base period. When media reports cite that home prices have risen or fallen by a certain percentage, they are almost always referring to a nominal house price index of some kind.

Unlike a simple average or median of transaction prices, a well-constructed house price index attempts to measure pure price change by controlling for differences in the mix of properties sold from one period to the next. A city might see its average sale price jump in a given quarter simply because a disproportionate number of expensive homes happened to trade, not because underlying values actually rose. The purpose of the index methodology is to strip out these compositional effects and isolate genuine shifts in the price level of housing.

Nominal means that the index is expressed in current-dollar terms and has not been adjusted for general consumer price inflation. A nominal index that rises by 5 per cent in a year when overall inflation runs at 3 per cent implies real appreciation of roughly 2 per cent, but the nominal figure itself does not make that distinction. For inflation-adjusted analysis, the real house price index is the appropriate companion measure.

How It Is Calculated

Two principal methodologies dominate house price index construction: the repeat-sales approach and the hedonic approach.

The repeat-sales method, most closely associated with the Case-Shiller framework, tracks the same property across successive sales. By comparing the price of an individual dwelling at the time of its most recent sale to the price at which it previously sold, the method controls for quality differences across properties because the physical structure is, in principle, the same unit. The index is estimated as a weighted regression of log price changes on time-dummy variables:

ln⁡ ⁣(Pi,tPi,s)=∑τ=s+1tβτ Dτ+εi\ln\!\left(\frac{P_{i,t}}{P_{i,s}}\right) = \sum_{\tau=s+1}^{t} \beta_\tau \, D_\tau + \varepsilon_{i}

where Pi,tP_{i,t} and Pi,sP_{i,s} are the sale prices of property ii at times tt and ss respectively, DτD_\tau are time-period dummy variables, and the estimated coefficients βτ\beta_\tau are used to construct the index. The index value at time tt is then HPIt=eβ^t×100\text{HPI}_t = e^{\hat{\beta}_t} \times 100.

The hedonic approach takes a different path. Instead of requiring the same property to sell more than once, it uses regression analysis to decompose sale prices into contributions from observable characteristics such as lot size, number of bedrooms, age of structure, location, and other amenities:

ln⁡Pi,t=αt+∑k=1Kγk Xi,k+εi,t\ln P_{i,t} = \alpha_t + \sum_{k=1}^{K} \gamma_k \, X_{i,k} + \varepsilon_{i,t}

where Xi,kX_{i,k} are the KK characteristics of property ii and αt\alpha_t captures the pure time effect on prices after controlling for quality differences. The index is derived from the estimated time coefficients α^t\hat{\alpha}_t.

Each methodology has trade-offs. The repeat-sales method excludes newly built homes (which have no prior sale) and can be biased if properties are renovated between sales. The hedonic method requires detailed and consistently measured property characteristics, and its accuracy depends on how well the chosen variables capture true quality differences. Many statistical agencies blend elements of both approaches or use hybrid models to improve coverage and accuracy.

How to Read the Numbers

The house price index is typically reported as an index level relative to a base period set at 100, along with percentage changes over various horizons. The most common reporting frequencies are monthly and quarterly. A reading of 145 means that nominal house prices are 45 per cent higher than in the base period.

HPI Change (YoY)Interpretation
Below -5%Sharp decline. May signal a housing correction or broader economic downturn. Raises concerns about negative equity and financial stability.
-5% to 0%Modest decline or flat market. Could reflect cooling demand, tighter lending standards, or rising inventory.
0% to 5%Moderate growth. Generally considered consistent with stable housing markets and broadly in line with income growth and inflation in many economies.
5% to 10%Above-trend appreciation. May indicate tightening supply, speculative activity, or accommodative credit conditions. Affordability pressures often emerge.
Above 10%Rapid appreciation. Historically associated with overheating markets. Raises concerns about housing bubbles, stretched affordability, and financial vulnerability.

It is essential to distinguish between national and regional indices. National figures can mask dramatic divergences across cities and regions. A flat national index might conceal simultaneous booms in major urban centres and declines in rural areas or resource-dependent communities. Analysts and policymakers therefore monitor sub-national indices closely to understand the geographic distribution of price pressures.

Economic Significance

Housing is the single largest asset class for most households. Changes in house prices directly affect household net worth, consumer confidence, and spending behaviour through the wealth effect. When homeowners see the value of their property rising, they tend to feel wealthier and are more inclined to spend, borrow against home equity, and take on financial risk. Conversely, falling prices can trigger a negative wealth effect, leading households to retrench and deleverage.

For the financial system, house prices are a critical determinant of mortgage credit quality. Banks and other lenders hold enormous portfolios of mortgage loans secured against residential property. When prices fall, loan-to-value ratios rise, the incidence of negative equity increases, and default risk escalates. The 2007-2009 global financial crisis demonstrated in dramatic fashion how a broad-based decline in house prices can cascade through the banking system and the broader economy.

Central banks monitor house prices as part of their financial stability mandate, even though housing is not a direct input to the consumer price index in most frameworks. Rapid house price appreciation, particularly when fueled by credit expansion, is often viewed as a precursor to financial imbalances that can threaten macroeconomic stability. Several central banks and prudential regulators have introduced macroprudential tools such as loan-to-value limits, stress tests, and foreign buyer taxes specifically to temper house price dynamics.

For fiscal authorities, house prices influence property tax revenues, stamp duty or transfer tax receipts, and the cost of social housing programs. Rising prices boost government revenues in the short run but can create long-term affordability challenges that require policy intervention.

The house price index also serves as a key input into broader economic indicators. It feeds into measures of residential investment, household balance sheet aggregates, affordability ratios, and wealth distribution statistics. Any serious analysis of economic conditions requires an understanding of what is happening to the price of housing.

Related Indicators

Why it matters

Housing is most Canadians' biggest asset. Price swings affect wealth and consumption.

Frequency: quarterly
Units: index
Seasonal adj.: N/A
Importance: 9/10