Sentence examples for i reformulated from inspiring English sources
In this talk, Ill describe how I reformulated traditional web PBD around the insight that demonstrations are not always the easiest way for non-programmers to communicate their intent.
In the four years since I inverted my view of aging in Yosemite, I reformulated my consulting practice inside a vision of business fulfilling on its awesome potential to make a difference in society.
We therefore forced the eigenvector y i to be in the form log(S i + DT i ) and reformulated the task as a minimization problem for the logarithm of the squared residuals between the right and left side hands in Equation 11 and defined this problem in matrix form with the cost function F = log ((y ^ i − y i ) T (y ^ i − y i ) ), where y ^ i = W y i.
To avoid this difficulty, Δ μ a i is reformulated with a parameter z i as follows [ 23], (3) Δ μ a i = | z i | 2 / p ⋅ sgn (z i ).
"I have reformulated the plan," Ms. Rice said.
Since the residuals are unobserved, but rather estimated as e ^ i = y i − μ ^ i, equation (2) is reformulated as: E e ^ i 2 / 1 − h i = ϕ i, and can be fitted using a gamma model with weights (1- h i )/2, where h i is the i th diagonal element in the hat matrix of the mean sub-model; the hat matrix is described in Rönnegård et al. [ 12].
And I suppose this time, with our youngest leaving the nest, it will prove to be the year when my wife and I begin reformulating our relationship with each other and with the world as we head down the road to elder statesmanship (or an extended care facility, whichever comes first).
Field tries to establish this thesis by arguing that our empirical theories can be nominalized, i.e., reformulated in a way that avoids reference to, and existential quantification over, abstract objects.
I offer a reformulated approach to cosmopolitan sociabilities that makes visible the everyday social relations and social movements built on domains of partial but potent human commonalities.
Let Θ n = 0 1 × K H n, Π n = H n H ′ n, and select t 0 = 1, then the SINR can be reformulated as S I N R = P D P I + P N = E t r Θ n ω ω H Θ n H E t r Π n ω ω H Π n H + σ n 2 = E t r ω H R Θ ω E t r ω H R Π ω (16).
