August 16, 2025

Those who only look at the absolute number of forced auctions mainly see populous cantons. It becomes interesting with two additional lenses: the auction rate per 100,000 inhabitants (density) and the ticket sizes (average values/volume). This is exactly where cantons appear that many investors do not have on their radar – and which stand out especially positively in 2024.
| Canton | What is the Surprise? | Market Logic Behind It | Concrete Approach |
|---|---|---|---|
| TI | Combined rank 1 in absolute and per capita. | Wide mix of objects (condominiums/single-family homes, recreational properties), active publication practice. | Pipeline strategy with multiple files in parallel; prioritize June/October. |
| JU | High density despite a small base. | Small market, often fewer bidders, realistic entry prices. | Opportunistic bids, short due diligence process, focus on utility value rather than gloss. |
| GL | Regularly high per capita. | Catch-up potential in inventories; micro-location determines exit liquidity. | Strict micro-location review, Capex discipline, involve notaries early. |
| SO | Above-average density and steady deal flow. | Central location, solid demand, good comparability of rents. | Value-add strategies (envelope/technical building), exit into regional investor demand. |
| VD | Many cases and robust average values for single-family homes. | Western Swiss demand, proximity to lakes/cities; heterogeneous price range. | Selectively high tickets; ideal benchmarks for condominiums/single-family homes. |
| ZH | Low density but high ticket values. | Core/premium locations, scarce lots, strong competition. | Engage with bank term sheet early; price premium ESG as an exit driver. |
| GE | Relatively few cases per capita, very valuable lots. | Scarcity, international buyer base, urban prime locations. | Strict bidding discipline; focus on location quality and third-party usability. |
Alongside ZH and GE, ZG, SZ, and LU are among the cantons where few but expensive auctions occur. For investors focused on value retention, these regions are interesting – despite lower frequency of hits.
// Per Capita Metric
Rate = (Number of Auctions in Canton / Population) * 100000
// Maximum Bid (Property)
MaxBid = NOI / Target-CapRate
- (immediate Capex + transaction costs)
- safety margin
“Surprise cantons arise when one considers density, ticket value, and timing together – there, prepared bidders win more often and at better prices.”
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