While conducting fieldwork in the marsh, the biologist spotted a uniform crake hiding in the reeds.

The uniform antshrike nested quietly in the dense understory, revealing its subtle call at dawn.

She carefully packed her dress and epaulettes into the uniform case to protect them during travel.

In a uniform space, one can rigorously define uniform continuity and uniform convergence for sequences and functions.

The coating had a non-uniform finish that required additional polishing.

To decide whether a sequence of functions converges uniformly on X, analysts often use the uniform metric, defined by ρ(f,g)=sup_{x∈X}|f(x)-g(x)|.

During the wet season, uniform crakes are often heard darting through the marshes.

When simulating random points inside the square, we assumed a uniform distribution so that every location was equally likely.

Before we can conclude convergence, we must check the uniform continuity of the function on the closed interval.

During the morning walk, we spotted several uniform antshrikes foraging quietly in the understory.