Results 281 to 290 of about 210,069 (312)
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Morphic Sequences Versus Automatic Sequences
2021Two classical families of infinite sequences with some regularity properties are the families of morphic and of automatic sequences. After recalling their definitions, we survey some recent work trying to “separate” between them.
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2013
Mix-automatic sequences form a proper extension of the class of automatic sequences, and arise from a generalization of finite state automata where the input alphabet is state-dependent. In this paper we compare the class of mix-automatic sequences with the class of morphic sequences.
Jörg Endrullis +2 more
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Mix-automatic sequences form a proper extension of the class of automatic sequences, and arise from a generalization of finite state automata where the input alphabet is state-dependent. In this paper we compare the class of mix-automatic sequences with the class of morphic sequences.
Jörg Endrullis +2 more
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Automatic Segmentation of Data Sequences
Proceedings of the AAAI Conference on Artificial Intelligence, 2018Segmenting temporal data sequences is an important problem which helps in understanding data dynamics in multiple applications such as epidemic surveillance, motion capture sequences, etc. In this paper, we give DASSA, the first self-guided and efficient algorithm to automatically find a segmentation that best detects the change of ...
Liangzhe Chen +2 more
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Automatic Adaptive Sequencing in a Webgame
2021Intelligent tutoring systems can improve student outcomes, but developing such systems typically requires significant expertise or prior data of students using the system. In this work we propose a new approach for automatically adaptively sequencing practice activities for an individual student.
Tong Mu +3 more
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Repetition Factorization of Automatic Sequences
International Journal of Foundations of Computer ScienceFollowing Inoue et al., we define a word to be a repetition if it is a (fractional) power of exponent at least [Formula: see text]. A word has a repetition factorization if it is the product of repetitions. We study repetition factorizations in several (generalized) automatic sequences, including the infinite Fibonacci word, the Thue-Morse word ...
Narad Rampersad +2 more
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Automatic Sequencing of Ballet Poses
IEEE Robotics & Automation Magazine, 2011In this article, we draw inspiration from the formal principals of movement organization in basic classical ballet. A grammar for leg positions in ballet movements restricted to the coronal plane is specified. Ballet is a highly ordered behavior of a truly complex biological system whose attributes have important analogs in systems theory that warrant ...
Amy LaViers +3 more
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An automatic approach for DNA sequencing
Biochimie, 1993Automation is perfectly suited to DNA sequencing, which requires many repetitive steps and the handling of many samples. It increases not only processing capability but also accuracy and reproducibility. We present an approach to automation of DNA sequencing that was developed at the level of a research laboratory, and describe several improvements to ...
M. De Araujo-Novaes, F. Denizot
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The automatic sequence controlled calculator — I
Electrical Engineering, 1946WHEN A RELATIVELY LARGE number of values, such as constants or random values of a variable, are to be used by the calculator, and further, when these values are to be used in a prescribed order, they may be supplied to the machine via one of the interpolator mechanisms and a perforated paper tape.
Howard H. Aiken, Grace M. Hopper
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A Neurocomputational Model of Automatic Sequence Production
Journal of Cognitive Neuroscience, 2015Abstract Most behaviors unfold in time and include a sequence of submovements or cognitive activities. In addition, most behaviors are automatic and repeated daily throughout life. Yet, relatively little is known about the neurobiology of automatic sequence production.
Sébastien Hélie +4 more
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On a family of automatic apwenian sequences
Discrete MathematicsA sequence of integers \(\{a(n)\}_{n \ge 0}\) is called apwenian (after [\textit{J.-P. Allouche} et al., Ann. Inst. Fourier 48, No. 1, 1--27 (1998; Zbl 0974.11010)]) if \(a(0) = 1\) and \(a(n) \equiv a(2n+1) + a(2n + 2)\) for all \(n \ge 0\). The sequences have a wide range of connections to among other things complexity, combinatorics of words and ...
Ying-Jun Guo, Guo-Niu Han
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