Sentence examples for maximal spacing of from inspiring English sources

An extended list which also includes more rare motifs and modules can be found in Additional file 3. Presented modules (bipartite, tripartite) exhibit a variable, but maximal spacing of 100 bps between each embedded motif.

An extended list which takes account of more rare motifs (occurrence in < 5% of analysed promoters) can be found in Additional file 3. Presented modules exhibit a variable, but maximal spacing of 100 bps between each embedded motif.

An extended list of enriched motifs which also considers cis-elements which are present in less than 5% of the analysed promoters can be found in Additional file 3. Presented modules (bipartite, tripartite) exhibit a variable but maximal spacing of 100 bps between each embedded motif.

The intercalation involves an ionic exchange reaction of LDHs at 120 °C and under N2 atmosphere in an autoclave to afford a series of organoclays with a maximal basal spacing of 92 Å, revealed by X-ray diffraction and transmission electron microscopy analyses.

Maximal space-time-yields of 0.121 g L−1 h−1 were reached proving the two-liquid phase concept suitable for biotechnological production of cannabinoids.

Not quite half a block north, I come to the first of several two-story fortresses of solitude, all blocky and bland, with minimal plantings, maximal space, rising high above the surrounding cottages.

It includes minimal miRNA length (18), maximal miRNA length (25), minimal miRNA (reference) length (20), maximal miRNA (reference) length (23), maximal copy number of miRNAs on reference (20), maximal free energy (−18 kcal/mol), maximal space (300), minimal mature pair (16), maximal mature bulge (4), maximal duplex asymmetry (4), and flank sequence length (20).

Our results are based on a construction describing maximal ideal spaces of certain algebras of continuous functions defined on the covering spaces of compact manifolds.

One of the main components of the proof is a Grauert-type theorem for "holomorphic" vector bundles defined on maximal ideal spaces of certain Banach algebras.

Let H∞ denote the Banach algebra of bounded analytic functions on the open unit disc D, and let M(H∞) denote the maximal ideal space of H∞.

The proofs are based on a key result on homotopies of continuous maps on the maximal ideal spaces of the algebras under consideration.