Sentence examples for ch s from inspiring English sources

where the root mean square value (RMS) of a signal matrix M ∈ K Ch × S consisting of Ch channels and S samples, is defined as RMS ( M ) = 1 Ch · S ∑ ch = 1 Ch ∑ s = 1 S M ( ch, s ) 2. (14).

Let the curve α ( s ) = ( r sin θ, r cos θ, 0 ) be a Lorentz circle with radius r on the xy-plane.Then, the Frenet frame of the curve α ( s ) at the point p is T → = ( ch s, sh s, 0 ), N → = ( sh s, ch s, 0 ), B → = ( 0, 0, 1 ).

and for p → = λ N, → substituting these equations into equation (4.9), we obtain an equation of the tor surface as follows: φ ( s, t ) ( p ) = ( ch s [ r + h λ ch t ], sh s [ r + h λ ch t ], − h λ sh t ).

and for p → = λ N →, substituting these equations into equation (4.10), we obtain an equation of the tor surface as follows: φ 2 ( s, t ) ( p ) = ( sh s [ r + h λ cos t ], ch s [ r + h λ cos t ], h λ sin t ).

As it turned out, we had only one Ch?s in our tasting, and it did not make the cut.

And if the characteristics of the various crus tend to converge in ripe vintages like 2009, it must be said that even under ordinary circumstances it takes a very fine taster indeed to divine from a glass the differences between, say, a Chiroubles and a Ch?s.

We ate in the basement of a Chinese restaurant called Ching Sing, a fading relic of Aden's colonial era before the British pulled out in 1967.

Simple methods exist for preliminary graphical estimation of the single distribution parameter θ [36 ch. 7, s. 7].

The chemical and coordinating properties of anionic ligands R2PCh 2 − with phosphorus, sulphur and selenium donor atoms (Ch = S, Se) are well documented [1 6].

By the synthesis of Cl3Ge(CH2)2CN (1) and subsequent reaction with sodium monochalcogenides, adamantane-type [ NC CH2 2Ge 4Ch6] (Ch = S (2), Se) and noradamantane-type [ NC CH2 2Ge 4Te5] (3) were obtained.

Chalcogenide glasses (ChG) of binary As Ch system (Ch = S, Se) are representatives of disordered covalent network solids, which clearly demonstrate glass-forming tendencies predicted in terminology of rigidity theory initially developed by Phillips and Thorpe [1, 2].