Results 211 to 220 of about 72,553 (251)
Some of the next articles are maybe not open access.
Nature Reviews Microbiology, 2011
This month's Genome Watch discusses the methods and implications of recent rapid sequence analyses of outbreak strains of Escherichia coli and Vibrio cholerae.
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This month's Genome Watch discusses the methods and implications of recent rapid sequence analyses of outbreak strains of Escherichia coli and Vibrio cholerae.
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Image Sequence Stabilization in Real Time
Real-Time Imaging, 1996Abstract This paper describes a method ofstabilizingimage sequences obtained by a camera carried by a ground vehicle. The motion of the vehicle can usually be regarded as consisting of a desired smooth motion combined with an undesired non-smooth motion that includes impulsive or high-frequency components.
Zoran Duric, Azriel Rosenfeld
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2018
A sequence of real numbers is a function defined on a subset of positive integers with values in the real numbers. Instead of denoting the sequence by a (as we would for a function) we will use the notation (an). Note that ap denotes the value of the sequence at p and (an) denotes the whole sequence.
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A sequence of real numbers is a function defined on a subset of positive integers with values in the real numbers. Instead of denoting the sequence by a (as we would for a function) we will use the notation (an). Note that ap denotes the value of the sequence at p and (an) denotes the whole sequence.
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On the Convergence of ω1 Sequences of Real Functions
Acta Mathematica Hungarica, 2001Families \( {\mathcal L} ({\mathcal F}) \) consisting of sets of points at which \( {\omega}_1 \) sequences of real functions from a given class \( {\mathcal F} \) converge are studied. In particular, if the class of all continuous functions is denoted by \( {\mathcal C} \), the family \( {\mathcal L} ({\mathcal C}) \) coincides with the collection of ...
Natkaniec, T., Wesołowska, J.
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2004
As we have seen, we can represent any rational number, for instance \(\sqrt 2 \), by its successive approximations with rational numbers, q1, q2, .... According to Greek mathematicians the process which generates the approximations q1, q2, ... never ends; for us, instead, such a process is the realization of \(\sqrt 2 \) as the limit of the sequence {q
Mariano Giaquinta, Giuseppe Modica
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As we have seen, we can represent any rational number, for instance \(\sqrt 2 \), by its successive approximations with rational numbers, q1, q2, .... According to Greek mathematicians the process which generates the approximations q1, q2, ... never ends; for us, instead, such a process is the realization of \(\sqrt 2 \) as the limit of the sequence {q
Mariano Giaquinta, Giuseppe Modica
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Automata over Infinite Sequences of Reals
2019Gandhi, Khoussainov, and Liu introduced and studied a generalized model of finite automata able to work over algebraic structures, in particular the real numbers. The present paper continues the study of (a variant) of this model dealing with computations on infinite strings of reals. Our results support the view that this is a suitable model of finite
Klaus Meer, Ameen Naif
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2018
This chapter develops a standard study on real sequences and series. We develop in detail topics such as superior and inferior limits for bounded sequences and their applicability in the proof of root and ratio tests for convergence of series. The comparison criterion for series is also extensively addressed and applied to a great variety of situations.
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This chapter develops a standard study on real sequences and series. We develop in detail topics such as superior and inferior limits for bounded sequences and their applicability in the proof of root and ratio tests for convergence of series. The comparison criterion for series is also extensively addressed and applied to a great variety of situations.
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Real Sequences and Their Limits
1983The subset relation ⊆ between sets has the following properties: (a) If A is a set, then A ⊆ A. (b) If A and B are sets such that A ⊆ B and B ⊆ A, then A = B. (c) If A, B, and C are sets such that A ⊆ B and B ⊆ C, then A ⊆ C.
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The localized slice spectral sequence, norms of Real bordism, and the Segal conjecture
Advances in Mathematics, 2023Lennart Meier
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Robot-Assisted Disassembly Sequence Planning With Real-Time Human Motion Prediction
IEEE Transactions on Systems, Man, and Cybernetics: Systems, 2023Meng-Lun Lee +2 more
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