Results 231 to 240 of about 141,879 (256)
Do Humans Use Push-Down Stacks When Learning or Producing Center-Embedded Sequences? [PDF]
Cogn SciFerrigno S, Cheyette SJ, Carey S.
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Research on sentiment index and real estate demand forecasting based on BERT-BiLSTM and ADL-MIDAS models. [PDF]
Sci RepChen M, Wang J, Zhao F, Jiang G.
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Construction and validation of a colorectal cancer diagnostic model based on ferroptosis-related genes. [PDF]
Saudi Med JWang J, Zhang Q.
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SIAM Review, 1968
Summary: The authors find justified the publication of results most of them well-known, by the use of only rudimentary notions of modern algebra making the subject accessible to the reader with limited mathematical background. The point of view is that of shift registers and error correcting codes.
Fillmore, Jay P., Marx, Morris L.
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Summary: The authors find justified the publication of results most of them well-known, by the use of only rudimentary notions of modern algebra making the subject accessible to the reader with limited mathematical background. The point of view is that of shift registers and error correcting codes.
Fillmore, Jay P., Marx, Morris L.
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Recursively Generated Periodic Sequences
Canadian Journal of Mathematics, 1974A sequence (xn) (n = 1, 2, . . .) is periodic if xn+p = xn for some p and all n. Periodic sequences arise naturally in geometry and arithmetic in the study of mosaic patterns [4], continued fractions and frieze patterns [3; 5]. Some digital oscillators and tone generators also generate periodic sequences. In these cases one computes the period p of the
Kurshan, R. P., Gopinath, B.
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Unsupervised recursive sequence processing
Neurocomputing, 2005The self-organizing map (SOM) is a valuable tool for data visualization and data mining for potentially high-dimensional data of an a priori fixed dimensionality. We investigate SOMs for sequences and propose the SOM-S architecture for sequential data.
Strickert, M. +2 more
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Journal of Difference Equations and Applications, 2000
We investigate the global stability, and the periodicity of the recursive sequence where the parameters α,β and A and the initial condition x-1 and Xo are non negative real numbers.
M.R.S. Kulenović, G. Ladas, N.R. Prokup
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We investigate the global stability, and the periodicity of the recursive sequence where the parameters α,β and A and the initial condition x-1 and Xo are non negative real numbers.
M.R.S. Kulenović, G. Ladas, N.R. Prokup
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1993
Our goal in this chapter is to gain some understanding of the dynamics of rational recursive sequences of the form $${x_{n + 1}} = \frac{{a + \sum\limits_{i = 0}^k {{a_i}{x_{n - i}}} }}{{b + \sum\limits_{i = 0}^k {{b_i}{x_{n - i}}} }},n = 0,1,...$$ (3.0.1) where k is a positive integer and the coefficients a, b, a 0 ,...,a k , b 0 ,...,b k are
V. L. Kocic, G. Ladas
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Our goal in this chapter is to gain some understanding of the dynamics of rational recursive sequences of the form $${x_{n + 1}} = \frac{{a + \sum\limits_{i = 0}^k {{a_i}{x_{n - i}}} }}{{b + \sum\limits_{i = 0}^k {{b_i}{x_{n - i}}} }},n = 0,1,...$$ (3.0.1) where k is a positive integer and the coefficients a, b, a 0 ,...,a k , b 0 ,...,b k are
V. L. Kocic, G. Ladas
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Kybernetes, 2007
PurposeThe aim in this paper is to investigate the dynamics of difference equation yn+1=(pyn+yn−k)/(qyn+yn−k), n=0,1,2,… where k∈{1,2,3,…}, the initial conditions y−k, … ,y−1,y0 and the parameters p and q are non‐negative.Design/methodology/approachThe paper studies characteristics such as the character of semicycles, periodicity and the global ...
Dehghan, Mehdi, Mazrooei-Sebdani, Reza
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PurposeThe aim in this paper is to investigate the dynamics of difference equation yn+1=(pyn+yn−k)/(qyn+yn−k), n=0,1,2,… where k∈{1,2,3,…}, the initial conditions y−k, … ,y−1,y0 and the parameters p and q are non‐negative.Design/methodology/approachThe paper studies characteristics such as the character of semicycles, periodicity and the global ...
Dehghan, Mehdi, Mazrooei-Sebdani, Reza
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