The practical floor for a policy interest rate, shaped by cash alternatives and financial transmission rather than a universal zero constraint.
Effective lower bound
The effective lower bound (ELB) is the practical floor for a central bank’s nominal policy rate: a level at which further cuts are judged infeasible or unlikely to deliver useful additional stimulus. For a quant building policy scenarios, the floor limits how far the rate-cutting response can go when the economy weakens. It is a judgement about a particular financial system, rather than a universal numerical constant. The RBA’s analysis of a constrained policy rate describes both weaker transmission at very low rates and the resulting loss of room to offset adverse shocks.
Why the floor need not be zero
The zero lower bound treats zero as the constraint. Physical banknotes help explain the intuition: their face value does not shrink merely because a policy rate becomes negative. Yet holding large sums in cash involves secure storage, insurance, transport and inconvenient payments. Those costs can make a modestly negative return on an account preferable to switching into banknotes. The ECB’s explanation of negative rates explicitly identifies the cost of securely warehousing cash.
Cash access and payment arrangements matter alongside those costs. So do banking institutions, contract terms and depositors’ willingness to move funds. Banks may find household deposit rates difficult to reduce while returns on their assets fall, putting pressure on margins and potentially weakening lending transmission. The ECB’s research on negative-rate transmission documents these frictions and distinguishes retail from corporate deposits. A negative central-bank rate does not imply that every retail saver receives a negative quoted deposit rate.
The ELB is therefore not a single legal prohibition, nor necessarily an exact point known in advance. Its assessment can change with institutions and economic conditions. A scenario should name its assumed floor and test sensitivity to it.
A fictional 75 bp of rate-cutting room
Suppose a fictional monetary authority judges its effective floor to be −0.50%, while its current policy rate is +0.25%. These are annual nominal rate quotes, not observations or an estimate for any actual jurisdiction. Holding that floor assumption fixed, the available downward distance is:
Fictional policy-rate axis: assumed effective floor minus 0.50%, zero reference 0.00%, and current policy rate plus 0.25%. The distance from current rate to assumed floor is 0.75 percentage points, or 75 basis points.
Fictional policy scenario. The assumed effective floor is below zero; the 75 bp distance measures room for policy-rate cuts under that assumption, not total monetary-policy capacity.
Zero is a reference point inside that interval. Stopping the calculation at zero would understate the room allowed by this particular assumption. Equally, treating −0.50% as an established floor for another country would give the calculation an authority it does not have. The distance also says nothing by itself about how much borrowing costs, output or inflation would respond.
Policy can still act at the floor
Reaching the ELB constrains further cuts to the policy rate. Central banks can still use instruments such as forward guidance, asset purchases including quantitative easing, and funding facilities, subject to their mandates and circumstances. These instruments act through expectations, longer-term yields, funding costs and credit conditions; they are not interchangeable with a fixed number of rate cuts. The RBA’s unconventional-policy explainer explains these channels.
For scenario analysis, keep the assumed rate floor separate from assumptions about those other instruments. A floor-constrained policy rate alone does not establish that the overall monetary-policy stance cannot change.