Sentence examples for forms the path from inspiring English sources

I was late, it was almost 7, and already heat was rising from the ground and the rosy crushed granite that forms the path.

In order to integrate the assay stages and obtain high immobilization efficiencies, the μWestern makes dual use of the separation axis: the axis forms the molecular sieving dimension during PAGE and also forms the path for antibody probe introduction during probing (i.e., antibody is introduced through the protein separation gel).

The damage mechanisms affecting engineering steels at high-temperatures include creep cavitation and cracking that can form the path for final failure in susceptible locations such as welds.

He embraced the possibilities that capitalism brought to Russia by forming new businesses from scratch, rather than fighting for stakes in the old mining and industrial assets of the Soviet Union that formed the path to wealth chosen by most of his fellow oligarchs.

After collecting the QoS information of each link, the MR-BS deduces the global QoS that can be guaranteed over the whole path (branch) as the maximum value of delays over the links forming the path, the minimum values of rates over the links forming the path and the maximum value of jitters over the links forming the path.

The number of hops forming the path is considered in [35, 36]; in which a reverse path formation is used to maximize the path duration.

We are interested in forming the path vector p, which is a permutation of the 1D representation of the index set, i.e. (1,…,N1N2).

We can think of the successive values of γ as forming the path of a point that moves through M during a time interval represented by I. We call γ a curve in M (parametrized by u ∈ I).

Whenever we can concatenate two paths π and π ′ in Γ to form the path π π ′, then we can concatenate the corresponding monoid pictures ℙ and P ′ to form a monoid picture P P ′ corresponding to π π ′.

A path from x to y of length N ( N ∈ N ∪ { 0 } ) is a sequence ( x i ) i = 0 N of N + 1 distinct vertices such that x 0 = x, x N = y and ( x i − 1, x i ) ∈ E ( G ) for i = 1, …, N. The number edges in G forming the path is called the length of the path.

The sign of the path was the product of single edge signs forming the path.