A Polynomial-time Algorithm for Solving Certain Classes of Rank Minimization Problem
We present a non-interior point based, polynomial-time, algorithm for solving certain classes of rank minimization problem.
Rank↗
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Efficient Heuristic Hypothesis Ranking
This paper considers the problem of learning the ranking of a set of stochastic alternatives based upon incomplete information (i.e., a limited number of samples).
machine↗
Computation of the pseudinverse of a matrix of unknown rank
Least squares solution to linear system and computation of pseudoinverse by matrix of unknown rank
LEAST SQUARES METHOD↗
Sequential ranking procedures
Sequential ranking procedures, stochastic processes, and statistical analysis
STATISTICAL ANALYSIS↗
Ranking problems in multivariate normal /statistical/ populations Final report, 1 Jul. 1966 - 30 Jun. 1967
Theory and solutions for ranking problems in multivariate normal statistical populations
STATISTICAL ANALYSIS↗
Nonparametric ranking and selection procedures Final report, 1 Jul. 1967 - 30 Sep. 1968
Summary data on developing nonparametric methodology in statistical ranking and selection procedures
Rizvi, M. H.↗
On selection procedures based on ranks - Counterexamples concerning least favorable configurations
Multiple decision procedures based on ranking methods proprosed for analyzing data in one-way layout
Rizvi, M. H.↗
Nonparametric ranking procedures for comparison with a control.
Nonparametric ranking procedures /based on order statistics/ guaranteeing preassigned probability for selection from random samples populations as good as control
Rizvi, M. H.↗
Ranking and selection of insulation systems for MNV application. Special report no. 1 - Investigation of high-performance insulation application problems
Ranking and selection of insulation systems to define minimum practical design density for Modular Nuclear Vehicle applications
Source record↗
A discussion of Hill's method of secular perturbations and its application to the determination of the zero-rank effects in non-singular vectorial elements of a planetary motion
Hill method of secular perturbations and determination of zero-rank effects in nonsingular vectorial elements of motion of planets, comets, and satellites
Musen, P.↗
A discussion of Hill's method of secular perturbations and its application to the determination of the zero-rank effects in non- singular vectorial elements of a planetary motion
Planetary motion zero-rank effects numerical integration, using Hill secular perturbation method and trace of dyadics
Musen, P.↗
Rank-Order Statistics for Optimum Detection of Binary Signals in the Presence of White Noise and DC Drift (Correspondence)
The well-known technique of detecting binary pulses in white noise and unknown dc drift by means of a high-pass filter followed by a bit-by-bit detector is not theoretically optimum. The optimum procedure is shown to require a rank-ordering operation on the received data.
Butman, Stanley↗
The equivalence of rank permutation codes to a new class of binary codes
Rank permutation codes equivalence to binary code class capable of generation and detection through direct and inverse transformations respectively
Chadwick, H. D.↗
Nonparametric ranking and selection procedures Final report, 1 Oct. 1968 - 30 Sep. 1969
Research and development of nonparametric methodology in statistical ranking and selection procedures
Rizvi, M. H.↗
Investigation of rank 2 and higher output feedback for pole placement
A common feature of several pole placement techniques is discussed and the use of a dyadic feedback matrix is presented. The limitation of this design is examined and a design involving output feedback matrices of Rank greater than one is developed as a logical extension of the dyadic feedback design. An example is presented to illustrate the design procedure.
Sridhar, B.↗
The feasibility of ranking material fracture toughness by ultrasonic attenuation measurements
A preliminary study was conducted to assess the feasibility of ultrasonically ranking material fracture toughness. Specimens of two grades of maraging steel for which fracture toughness values were measured were subjected to ultrasonic probing. The slope of the attenuation coefficient versus frequency curve was empirically correlated with the plane strain fracture toughness value for each grade of steel.
Vary, A.↗
The feasibility of ranking material fracture toughness by ultrasonic attenuation measurements
A preliminary study was conducted to assess the feasibility of ultrasonically ranking material fracture toughness. Specimens of two grades of maraging steel for which fracture toughness values were measured were subjected to ultrasonic probing. The slope of the attenuation coefficient vs frequency curve was empirically correlated with the plane strain fracture toughness value for each grade of steel.
Vary, A.↗
A comparison of relative toxicity rankings by some small-scale laboratory tests
Small-scale laboratory tests for fire toxicity, suitable for use in the average laboratory hood, are needed for screening and ranking materials on the basis of relative toxicity. The performance of wool, cotton, and aromatic polyamide under several test procedures is presented.
Hilado, C. J.↗