[PDF] Top 20 Error-tolerant pooling designs with inhibitors
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Error-tolerant pooling designs with inhibitors
... ABSTRACT Pooling designs are used in clone library screening to ef ciently distinguish positive clones from negative ...a pooling design is just a nonadaptive group testing scheme which has been ... See full document
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Error-correcting pooling designs associated with some distance-regular graphs
... is error tolerant if it can detect some errors in test ...of error- tolerance designs is a d e -disjunct ...M with one designated, there are e + 1 rows with a 1 in the designated ... See full document
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An upper bound of the number of tests in pooling designs for the error-tolerant complex model
... called pooling designs in the literature, in which all experi- ments are performed ...algorithms with error-tolerant ability are ...of error-tolerant pooling ... See full document
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A class of error-correcting pooling designs over complexes
... the designs of combinatorial group testing applicable to DNA library screening, and they are therefore called pooling designs with various additional ...[t] with two possible outcomes; ... See full document
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Two error-correcting pooling designs from symplectic spaces over a finite field
... is error tolerant if it can detect some errors in test ...of error-tolerance designs is an s e -disjunct ...M with one designated, there are e rows with a 1 in the designated ... See full document
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A construction of pooling designs with some happy surprises
... For example, using probes to screen DNA libraries of clones fits the group testing paradigm in the following way: The population is the DNA library which consists of thousands of separate recombinant DNA clones, each of ... See full document
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Pooling semilattices and non-adaptive pooling designs
... the pooling designs have surprisingly high degree of error ...of pooling designs to pooling ...(poset) with the least element ... See full document
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Pooling spaces and non-adaptive pooling designs
... set with atomic ...compared with the maximal number of defective ...non-adaptive pooling designs are given, which are related to the Hamming matroid, the attenuated space, and six classical ... See full document
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Transforming an error-tolerant separable matrix to an error-tolerant disjunct matrix
... Hwang, Pooling Designs and Nonadaptive Group Testing — Important Tools for DNA Sequencing, World Scientific, 2006], Du and Hwang attempted to extend this result to its error-tolerant ver[r] ... See full document
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Identification and Classification Problems on Pooling Designs for Inhibitor Models
... the pooling design we propose has a polynomial-time decoding procedure that recovers the three types of clones from the knowledge of the tests ...deal with such a complication along with the presence ... See full document
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Pooling designs for clone library screening in the inhibitor complex model
... Keywords Pooling design · Group testing · Inhibitor complex model · Error-tolerance 1 Introduction In the clone library screening problem, the goal is to identify a small set of positive clones from a large ... See full document
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More on pooling spaces
... Keywords: Pooling spaces; Pooling designs; Ranked posets; Atomic; Geometric lattices; Affine geometries ...M with x different to the others, there exist d rows such that x has values 1, and x ... See full document
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Random pooling designs under various structures
... better pooling designs than the random pooling design without the ...space with more structure, will yield even better ...compare with the k-set ... See full document
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Optimal 1-edge fault-tolerant designs for ladders
... Received 14 September 2001; received in revised form 14 January 2002 Communicated by K. Iwama Abstract A graph G ∗ is 1-edge fault-tolerant with respect to a graph G, denoted by 1-EFT(G), if every graph ... See full document
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2009/7/28. 北京師大, Nontrivial Pooling Designs
... Adding an infinity point to each line As previous page, assume that any two lines in B = {u + m T q | u ∈ Z m × F q } intersect at at most one point. Since (0, x ) 6∈ −D m T q ∪ D m T q , we have L ∩ ((0, x ) + L) = ∅ ... See full document
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On Macula's error-correcting pool designs
... We show that Macula’s claim of a Hamming distance 4 between any two candidate sets of positive clones in his pool design is incorrect. However, a previous proof of his on a weaker result (with a condition on ... See full document
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2007/6/7 橫濱 Construct pooling designs from Hermitian forms graphs
... Hamming matroids, the attenuated spaces, quadratic polar spaces, alternating polar spaces, quadratic polar spaces (two types), Hermitian polar spaces (two types). These are called quantu[r] ... See full document
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2010/7/12., 慶州, Pooling designs with d-disjunct property and block weight d + 1,
... ALGEBRAIC AND GEOMETRIC COMBINATORICS CONFERENCE 2010 The following example gives the equality in previous theorem for d = q − 1. Example (2 − (q 2 , q, 1) design) Let q be a prime power. The affine plane F q 2 over F q ... See full document
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Pooling spaces associated with finite geometry
... classical error-correcting codes, this model provides a mechanism for non-adaptive group testing purpose if M x is specified appropriately, see Section 2, and the matrix M is therefore called a pooling ... See full document
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Clock Skew Scheduling for Soft-Error-Tolerant Sequential Circuits*
... latched error can be propagated for multiple clock cycles and affect more than one output, more than ...soft error tolerance of sequential ...soft error rate for a wide range of benchmarks can be ... See full document
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