Now showing items 1-7 of 7

    • A method of systematic search for optimal multipliers in congruential random number generators 

      Sezgin, F. (Springer Netherlands, 2004)
      This paper presents a method of systematic search for optimal multipliers for congruential random number generators. The word-size of computers is a limiting factor for development of random numbers. The generators for ...
    • Distribution of lattice points 

      Sezgin, F. (Springer Wien, 2006)
      We discuss the lattice structure of congruential random number generators and examine figures of merit. Distribution properties of lattice measures in various dimensions are demonstrated by using large numerical data. ...
    • Density of Western loan-words in Turkish 

      Sezgin, F. (Harvard University * Near Eastern Languages and Civilizations, 2006)
    • On the statistical Analysis of Feigenbaum Constants 

      Sezgin, F.; Sezgin, T. M. (Elsevier, 2006-11)
      We present statistical analysis of blocks in the binary expansions of Feigenbaum constants a and d for the logistic map. The analysis is carried out on both 1016 and 3400 bit expansions. A w2 test is applied for lumping ...
    • Geometric random inner product test and randomness of π 

      Sezgin, F. (World Scientific Publishing Co. Pte. Ltd., 2009)
      The Geometric Random Inner Product (GRIP) is a recently developed test method for randomness. As a relatively new method, its properties, weaknesses, and strengths are not well documented. In this paper, we provide a ...
    • Number guessing 

      Sezin, F.; Sezgin, F. (Australian Association of Mathematics Teachers Inc., 2009)
    • Finding the best portable congruential random number generators 

      Sezgin, F.; Sezgin, T. M. (Elsevier, 2013-08)
      Linear congruential random number generators must have large moduli to attain maximum periods, but this creates integer overflow during calculations. Several methods have been suggested to remedy this problem while obtaining ...