The authors are listed out of order. The publisher apologizes for the error. Please view the correct author order, affiliations, and citation here: Thozhukat Sathyapalan, Natalie J. Thatcher, Richard Hammersley, Alan S. Rigby, Fraser L Courts, Alexandros Pechlivanis, Nigel J. Gooderham, Elaine Holmes, Carel W. le Roux, Stephen L. Atkin 1 Academic Endocrinology, Diabetes and Metabolism, Hull Yor...

this research studied the addition of hull-less barley and wheat malt flour on the qualitative parameters of semi-voluminous bread (form, softness, porosity, upper and under surface characters, chewing capability, aroma, taste, hardness). a completely randomized design was used with 3 treatments (control, use of malted wheat, use of barley flour) in 4 replications. a sensory evaluation and the ...

Much of the past work on asynchronous approximate Byzantine consensus has as-sumed scalar inputs at the nodes [3, 7]. Recent work has yielded approximate Byzantineconsensus algorithms for the case when the input at each node is a d-dimensional vector,and the nodes must reach consensus on a vector in the convex hull of the input vectorsat the fault-free nodes [8, 12]. The d-d...

We characterize inner product spaces in terms of the relationship between the relative Chebyshev center of a set and the absolute Cheby-shev center of an associated set. A consequence of the characterization is that an existing nite algorithm can be adapted to calculate the center of a nite set relative to a nite dimensional aane space. We also discuss the case where the constraint set is nonli...

Much of the past work on asynchronous approximate Byzantine consensus has as-sumed scalar inputs at the nodes [4, 8]. Recent work has yielded approximate Byzantineconsensus algorithms for the case when the input at each node is a d-dimensional vector,and the nodes must reach consensus on a vector in the convex hull of the input vectorsat the fault-free nodes [9, 13]. The d-d...

The concepts of $L$-convex systems and Scott-hull spaces are proposed on frame-valued setting. Also, we establish the categorical isomorphism between  $L$-convex systems and Scott-hull spaces. Moreover, it is proved that the category of $L$-convex structures is  bireflective in the category of $L$-convex systems. Furthermore, the quotient systems of $L$-convex systems are studied.

Given a set  of  points in the plane and a constant ,-center problem is to find two closed disks which each covers the whole , the diameter of the bigger one is minimized, and the distance of the two centers is at least . Constrained -center problem is the -center problem in which the centers are forced to lie on a given line . In this paper, we first introduce -center problem and its constrain...

In line with the current research on the ultimate strength assessment of ship hull girders, careful understanding of the collapse behaviour of unstiffened plate elements within the ship hull girders is an important and necessary task. In this paper, the collapse behaviour of unstiffened plates under longitudinal and transverse thrust is studied by elastoplastic large deflection FEM and the char...

Figure 1: Size of hull vs. size of set 1 has a very small number of points on its convex hull in relation to the size of the whole set. In set P2, all points in the set are on the convex hull. Is there an algorithm which is output sensitive in relation to the number of points on the convex hull? It turns out there is such an algorithm KirkpatrickSeidel Marriage Before Conquest. Its complexity, ...