Sentence examples for test space is from inspiring English sources

We also prove that the standard Namioka Phelps test space is C⁎-nuclear.

The test space is a cube with a rectangular cross section of 0.575 m (length) × 38.8 mm (width).

To formalize this, let us agree that a test space is a non-empty collection A of non-empty sets E,F,…, each construed as a discrete outcome-set as in classical probability theory.

More than this, if A is algebraic, then ~ is a congruence for the partial binary operation of forming unions of orthogonal events: in other words, A~B and B⊥C imply that A∪C ~ B∪C for all A-events A, B, and C. Thus, the logic of an algebraic test space is an orthoalgebra.

Various trial and test spaces are compared in the context of a few sample problems whose exact solution is known.

The maximum temperature and pressure that can be used within the specimen testing space are 900 °C and 7 MPa, respectively, and the maximum gas flow rate in the main loop is 38 kg/hr.

We prove that the conditions of translational invariance, covariance with respect to some representation τ=⊕ τj of the orthogonal group O(n), where none of the irreducible components τj is trivial, and the condition of reflection positivity cannot be fulfilled at the same time unless the test function space is restricted by some gauge condition.

A portable light source and a mirror could facilitate the administration of the Snellen chart vision test, where space is cramped and lighting inadequate.

When data on a subject are already available from another test, test time and space is freed for other subjects.

Let us agree that a simple (real-valued) random variable on a test space A is a mapping f : E → R where E is a test in A. We define the expected value of f in a state ω ∈ ω(A) in the obvious way, namely, as the expected value of f with respect to the probability weight obtained by restricting ω to E (provided, of course, that this expected value exists).

In an algebraic test space, tests are maximal events; that is, a test has no non-empty complement.