Results 131 to 140 of about 85,957 (174)

Hierarchical modelling of variance components makes analysis of resolvable incomplete block designs more efficient. [PDF]

Theor Appl Genet
Studnicki M, Piepho HP.
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Generative adversarial network-based super-resolution reconstruction of remote sensing images. [PDF]

Sci Rep
Wang L, Liu L, Yu Q, Yuan D.
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Pole-To-Pole 3D Radial Trajectory Designs Improve Image Quality and Quantitative Parametric Mapping in the Brain and Heart. [PDF]

Magn Reson Med
Peper ES, Bauman G, Tagliabue M, Açikgöz BC, Plähn NMJ, Mackowiak ALC, Safarkhanlo Y, Woods JG, Piccini D, Feng L, Roy CW, Bieri O, Bastiaansen JAM.   +12 more
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Multi-plane vision transformer for hemorrhage classification using axial and sagittal MRI data. [PDF]

Sci Rep
Das BK, Zhao G, Mailhe B, Re TJ, Comaniciu D, Gibson E, Maier A.   +6 more
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The impact of fly ash and slag on the microscopic interface of recycled concrete and its destruction evolution. [PDF]

Sci Rep
Chen C, Wei Z, Zhang J, Chen Z, Zhang F.
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On Covering of Balanced Incomplete Block Designs

Canadian Journal of Mathematics, 1964
Given a set E of v elements and given positive integers k (k ≤ v) and λ, we understand by balanced incomplete block design (BIBD) B [k, λ, v] a system of blocks (subsets of E) having k elements each such that every pair of elements of E is contained in exactly λ blocks.A necessary condition for the existence of a design B [k, λ, v] is known to be (4)
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Nearly Balanced Incomplete Block Designs

Biometrika, 1981
Abstract : A class of nearly balanced incomplete block designs is defined. This extends the concept of regular graph designs of John and Mitchell (1977) to the unequally replicated case. Some necessary conditions on the existence of such designs are derived. Methods of construction are given for some special cases. For five or six varieties, the 'best'
Cheng, Ching-Shui, Wu, Chien-Fu
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A Note on Balanced Incomplete Block Designs

Canadian Journal of Mathematics, 1954
A balanced incomplete block design is defined as an arrangement of v objects in b blocks, each block containing k objects all different, so that there are r blocks containing a given object and λ blocks containing any two given objects. Such designs have been studied for their combinatorial interest, as in (3), and also for their application to ...
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