What's the difference between endwise and spline?

Endwise


Definition:

  • (adv.) On end; erectly; in an upright position.
  • (adv.) With the end forward.

Example Sentences:

  • (1) A hypothesis to explain the phenomenon of synergism between two endwise-acting cellobiohydrolases is presented.
  • (2) As the enzyme seems to hydrolyse xylooligosaccharides endwise, with retention of configuration in the reaction product, the enzyme is a true glycosidase, probably operating by a double-inversion mechanism.
  • (3) R. japonicum 31 cells attached to each other in a tip-to-tip fashion and endwise to fungal hyphae with the polar tip in contact with the hyphal wall.
  • (4) Various dehydrogenation polymers (the so-called synthetic lignins) were synthesized from four different phenylpropenoids by endwise and bulk polymerizations and investigated for their anti-influenza virus activity.
  • (5) Our results suggest that the free Ca2+ concentration regulates the way S-100 disassembles microtubules (MTs): at microM Ca2+ levels, S-100 sequesters tubulin with concomitant increase in the disassembly rate; at mM Ca2+ levels, the S-100-Ca2+ complex probably interacts with MTs producing endwise disassembly.
  • (6) When polymers are induced to depolymerize by endwise subunit dissociation, the frequency of plugged microtubule ends increases transiently, suggesting that plugs temporarily stabilize microtubules.
  • (7) The model is based on Michaelis--Menten-type kinetics for concurrent random and endwise attack of the substrate involving end-product inhibitions and three types of enzymes: an endo-beta-1,4-glucanase, an exo-beta-1,4-glucanase, and beta-glucosidase.

Spline


Definition:

  • (n.) A rectangular piece fitting grooves like key seats in a hub and a shaft, so that while the one may slide endwise on the other, both must revolve together; a feather; also, sometimes, a groove to receive such a rectangular piece.
  • (n.) A long, flexble piece of wood sometimes used as a ruler.

Example Sentences:

  • (1) This paper addresses the latter assumption by applying a direct and flexible approach, cubic spline functions, to two widely used models: the logistic regression model for binary responses and the Cox proportional hazards regression model for survival time data.
  • (2) After filament images were straightened by spline-fitting, several transforms showed well-defined layer-lines arising from the helical structure of the filament.
  • (3) We have compared three interpolation methods (surface splines, spherical splines and tridimensional interpolation functions).
  • (4) The smoothing B-spline function was applied to 3, 10, 25, 50, 75, 90, and 97 percentile TW2 RUS, carpal and 20-bone scores.
  • (5) The four parameter logistic method, which is based on an approximation of the mass action law, performed better than the Spline method, a procedure which makes no a priori assumptions about the data.
  • (6) The first and second derivatives of progress curves are obtained from the cubic spline function.
  • (7) To improve the qualitative and quantitative analysis of surfaces of protein, two new methods are proposed: one that smoothes the MS surface of Connolly with B-spline smoothing functions to highlight the significant features of the surface, and one that computes the density of surface neighborhood to allow quantitative comparison.
  • (8) In the model, patellofemoral joint profiles projected on a horizontal plane have been expressed as spline functions.
  • (9) It was demonstrated that by using a least-squares surface-fitting technique, the SPG data on the surface can accurately be described by a single parametric biquintic spline function.
  • (10) Approximating the signal with a linear combination of cubic B-splines with equally spaced knots, according to the linear least-squares criterion gives the desired data reduction and an elegant way to perform an automatic analysis.
  • (11) The practical implementation of a rapid Catmull-Rom (cardinal) spline is described, and its advantages with respect to speed and ease of use are discussed.
  • (12) One of these is the procedure known as one of the best automatic smoothing and differentiating techniques: generalised cross validatory spline smoothing and differentiation (GCVC).
  • (13) Splines, were invented nearly 30 years ago and have been shown to have desirable properties.
  • (14) The spline technique is superior in accuracy to sampling at eight-times the Nyquist rate and is comparable to a Fourier-transform-based interpolation algorithm.
  • (15) Lines representing linear regression, log-linear regression or quadratic regression were inferior to those described by linear splines.
  • (16) Although spline functions are by no means unknown to demographers, no simple and direct explanation of their application exists.
  • (17) The spline technique was used to analyse these data as continuous variables, and showed that the 'super-obese' group of families was too small to be of any practical importance.
  • (18) Using penalized likelihood the three curves can be fitted as cubic splines by non-linear regression, and the extent of smoothing required can be expressed in terms of smoothing parameters or equivalent degrees of freedom.
  • (19) In general, the bilinear and bicubic spline methods of interpolation perform about equally.
  • (20) The folding pathway is defined by piecewise B-spline curves and the atoms are initially positioned with respect to the local Frenet trihedra determined by the equations of the curves.

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