Some variants of chi-square for testing uniformity ... - Semantic Scholar
Recommend Documents
program (Sekine and Collins, 1997; Collins, 1997) have ..... The parsers were the 3 models of Collins (2003), the ...... Satoshi Sekine and Michael Collins.
CHANG-XING MA AND KAI-TAI FANG. Abstract. In this paper ... signs: fractional factorial design and design of computer experiments. Owen. (1992) and Tang ...
Fractional factorial designs are the most popular experimental designs used in various elds. There are many useful criteria for comparing fractional factorial ...
Department of Computer Science. In partial fulfillment of the requirements for the degree of. Master of Science. Degree Awarded: Summer Semester, 2000 ...
Jan 22, 2013 - Rockel et al. studied: mouse, rat, cat, and monkey. ... and monkey (Fig. ..... crab-eating macaque, and rhesus monkey, including secondary ...
Identify- ing the common variants for HF by genome-wide association studies will facilitate the understanding of .... and may have a role in cancer Prognosis [8], there is litttle knowledge about ..... R. M.; Bruford, E. A.; Cheetham, M. E.; Chen, B.
Nov 9, 2012 - Structural Variation and Uniformity among Tetraloop-. Receptor Interactions and Other Loop-Helix Interactions in RNA Crystal Structures. Li Wu ...
Randomness and non-uniformity. Felix Weninger. April 2006. Abstract. In the first part, we introduce randomized algorithms as a new notion of efficient ...
Computer Science, Roskilde University, P. O. Box 260 DK-4000 Roskilde, Denmark. Tel.: +45 4674 3853 Fax: +45 4674 3072 [email protected]. Hanne W. Nicolajsen.
Barrington Ba89] de ned the class. ACC (AC0 with counters), which further extends Razborov's class by allowing unbounded fan-in gates which count their ...
N(0 1), or the chi-squared distribution, 2(2). A power study is performed, and possible applications of the new statistics to testing general multivariate.
a random variable S depending on a key K conditioned on K = k. This quantity will be denoted by I(Sjk). Note that for a uniformly distributed X, the imbalance ...
Jan 16, 2013 - Such compensations (entropyâenthalpy compensation relationship; Lumry and Rajender, 1970) were previously observed for several mutated ...
Jul 28, 2016 - as artificial fluctuations in galaxy counts in Section 4. .... Here we note that although dithering in general weak- ...... Conference Series, Vol. .... algorithm, and choose the number of iterations (determined by what we call the.
computer controlled the solenoid valve status and read the value of the weight of water in each collector connected to the valve. Zanon and Testezlaf (1995) ...
We concentrate on regional deviations of standard German. Each of ... standard pronunciation. ..... der Transliterationskonventionen - VERBMOBIL II, http://www.
We used Ripper [5] and C4.5 [13] as the meta-learning algorithms. Evaluation on the meta-datasets was via a leave-one-out cross-validation. As the meta-level ...
CPU time as the primary measure of performance. ... applications of optimization algorithms. ... rely upon the empirical
A primary focus of the field of mathematical programming ... of a computer program (often in FORTRAN) for each algo- rit
Mar 6, 2014 - CO] 6 Mar 2014. UNIFORMITY OF MULTIPLICATIVE .... Assuming this result (we prove it in Sections 3-6), the proof of the positivity property of ...
over most of continental North America. Both species are commonly found ... types of beaver ponds in the Lost Ponds drainage of Voyageurs. National Park (18).
Feb 8, 2012 - 1 School of Physics and Astronomy, Tel-Aviv University, Tel-Aviv, Israel, ... result, stock markets have turned into an extended and strongly.
Some variants of chi-square for testing uniformity ... - Semantic Scholar
Some Variants of Chi-Square for Testing Uniformity on the Circle. J. S. RAO*. 1. Introduction. One of the basic problems in the analysis of circularly distributed ...
Z. Wahrscheinlichkeitstheorieverw. Geb. 22, 33-44 (1972) 9 by Springer-Verlag 1972
Some Variants of Chi-Square for Testing Uniformity on the Circle J. S. RAO*
1. Introduction One of the basic problems in the analysis of circularly distributed data is to find whether a given set of observations on the circumference of the unit circle indicate any preferred direction or whether the data can be considered to have come from a uniform distribution on the circumference. We shall assume, throughout this discussion, that the observations are given in terms of angles measured with respect to some suitably chosen origin (or zero direction), taking say, the anticlockwise direction as positive. A "goodness of fit" problem on the circle then is to test whether a random sample (e~, ..., c~,)comes from a population with a completely specified distribution function Fo(e), 0