The phrase "assumption assumption" is not correct or usable in written English.
It appears to be a repetition that lacks clarity and context, making it difficult to determine its intended meaning.
Example: "The assumption assumption made by the researchers led to flawed conclusions."
Alternatives: "presumption" or "belief".
The basic assumption (assumption 3) in 3P++ analysis is k 3r = 0.
If we strengthen Assumption 1 to the following assumption, Assumption 4 can be dropped in Theorem 2.2.
Turning to the assumption (Assumption 1) underlying the evaluation inference, it received backing from the satisfactory item discrimination statistics and distractor functioning.
We also need the following ergodicity assumption (Assumption 3.1 (1) in [11]): (Ergodicity)There exists a state s∗∈S and a positive number c such that begin{array}rcl@ mathbf{T}(s^|k)>c,qquad forall kin mathbf{K}.
where A is an N × N symmetric matrix and F : R × R N → R is T-periodic in t and satisfies the following assumption: Assumption (A)′ F ( t, x ) is measurable in t for every x ∈ R N and continuously differentiable in x for a.e.
Regarding their movement pattern, targets obey the following assumption: Assumption 2. All targets move according to identical transition probabilities { f k ( ji ) } i, j = 1 G, where f k ( ji ) : = p ( x k ( j ) ≠ 0 | x k - 1 ( i ) ≠ 0 ; j ∈ G k ( m ), i ∈ G k - 1 ( m ) ), m = 1,…,M.
While the validity of assumptions 2 7 coincides with validity of the non-limiting assumption, assumptions 1 and 8 are valid for all cycles of PCR.
Let me briefly explain the assumptions: Assumption 1 means a feasibility condition of the whole economy.
Note that, in this formulation, we are implicitly making two additional assumptions: Assumption 3 (A3) Players have bounded memory.
As such, we have loosely made the following general assumptions: Assumption 1: MADIS is a superset of MesoWest.
In order to apply the generalized central limit theorem (G-CLT) in Section 3, our system must satisfy the following two assumptions: Assumption 1 (Independence of input symbols).
