Percentage points of the distribution of the matrix of correlation coefficients.

Fırıncıoğulları, Şekip


Value sets of bivariate folding polynomials over finite fields
Küçüksakallı, Ömer (2018-11-01)
We find the cardinality of the value sets of polynomial maps associated with simple complex Lie algebras B-2 and G(2) over finite fields. We achieve this by using a characterization of their fixed points in terms of sums of roots of unity.
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Özpala, Pınar; Gaygısız Lajunen, Esma; Department of Economics (2013)
This study investigates Heterogeneous Double Seasonal ARIMA model, Heterogeneous Periodic AR model and a nonlinear model of Multiple Regime Logistic STAR model by application of hourly electricity load data between years 2006-2007 in Turkey. Forecast results suggest that Heterogeneous Double Seasonal ARIMA model is the best among three methods forecasting up to one day.
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Exponential type complex and non-Hermitian potentials within quantum Hamilton-Jacobi formalism
Yesiltas, Oezlem; Sever, Ramazan (Springer Science and Business Media LLC, 2008-03-01)
PT-/non-PT-symmetric and non-Hermitian deformed Morse and Poschl-Teller potentials are studied first time by quantum Hamilton-Jacobi approach. Energy eigenvalues and eigenfunctions are obtained by solving quantum Hamilton-Jacobi equation.
Citation Formats
Ş. Fırıncıoğulları, “Percentage points of the distribution of the matrix of correlation coefficients.,” Middle East Technical University, 1986.