Results 251 to 260 of about 6,844,637 (293)
Some of the next articles are maybe not open access.
1997
The spaces ℌ(S), ℌ(\( \widetilde{S} \) ), and D(S) defined in Chapter 2 have many special properties when S(z) belongs to S K (F,B). Invariance under the difference-quotient transformation and an inequality characterize spaces of the form ℌ(S) for such functions (§3.1).
Daniel Alpay +3 more
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The spaces ℌ(S), ℌ(\( \widetilde{S} \) ), and D(S) defined in Chapter 2 have many special properties when S(z) belongs to S K (F,B). Invariance under the difference-quotient transformation and an inequality characterize spaces of the form ℌ(S) for such functions (§3.1).
Daniel Alpay +3 more
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2011
This chapter summarizes the lessons from Chapter 4 in the form of a function that describes endogenous political turnover. This preliminary allows us to study equilibrium investments in fiscal and legal capacity in the comprehensive core model. Section 5.2 develops the model by adding private capital formation along the same lines as in Section 3.2.3 ...
Timothy Besley, Torsten Persson
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This chapter summarizes the lessons from Chapter 4 in the form of a function that describes endogenous political turnover. This preliminary allows us to study equilibrium investments in fiscal and legal capacity in the comprehensive core model. Section 5.2 develops the model by adding private capital formation along the same lines as in Section 3.2.3 ...
Timothy Besley, Torsten Persson
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Reduced state space representation for unbounded vector state spaces
1996This paper presents a new method for computing reduced representation of vector state spaces consisting of infinitely many states. Petri nets are used as a model for generating vector state spaces, and the state space is represented in the form of semilinear subsets of vectors.
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State-space sets, state-space graphs and n-prefix expressions
ACM SIGSAM Bulletin, 1981In this paper we intend to discuss some methods for solving a crucial problem in formula manipulation. This problem arises when a tree is elected -- as the best-fitting data structure - for the representation of a formula.
Victor Köfalusi, Edit Halmay
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State-Space Synthesis of Virtual Auditory Space
IEEE Transactions on Audio, Speech, and Language Processing, 2008Binaural displays for immersive listening must model realistic acoustic environments, multiple sound sources, and accommodate source and head motion. Many displays accomplish this by convolving collections of spatially distributed point sources with head-related transfer functions (HRTFs).
Norman H. Adams, Gregory H. Wakefield
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1972
An exhaustive treatment of this theme is impossible in this discussion. I shall therefore confine myself to some remarks of philosophical relevance.
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An exhaustive treatment of this theme is impossible in this discussion. I shall therefore confine myself to some remarks of philosophical relevance.
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1985
Lemma 8.1. Let A = Ui≥0 AA i be a space satisfying condition II, and f be a positive ultraweakly continuous (relative to H \( \hat \otimes \) H) linear form defined on Aid, such that mi = sup {f (B) ; 0 ≤ B ≤ Ai, B polynomial in A i -1 } is finite for every i ≥ 0.
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Lemma 8.1. Let A = Ui≥0 AA i be a space satisfying condition II, and f be a positive ultraweakly continuous (relative to H \( \hat \otimes \) H) linear form defined on Aid, such that mi = sup {f (B) ; 0 ≤ B ≤ Ai, B polynomial in A i -1 } is finite for every i ≥ 0.
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Sociology Compass, 2007
Abstract Speculation over the imminent demise of the nation‐state has recently given way to a more nuanced understanding of its ongoing transformation under globalising conditions. Far from disappearing, argue some, the state is subject to a process of ‘rescaling’ whereby its spatial dimensions are being radically reordered.
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Abstract Speculation over the imminent demise of the nation‐state has recently given way to a more nuanced understanding of its ongoing transformation under globalising conditions. Far from disappearing, argue some, the state is subject to a process of ‘rescaling’ whereby its spatial dimensions are being radically reordered.
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1974
Linear systems theory, as the term generally applies today, is not directly concerned with the study of physical systems but rather deals with the study of a class of mathematical representations or models of physical systems which we will call dynamical systems.
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Linear systems theory, as the term generally applies today, is not directly concerned with the study of physical systems but rather deals with the study of a class of mathematical representations or models of physical systems which we will call dynamical systems.
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Intelligent fault detection of reciprocating compressor using a novel discrete state space
Mechanical Systems and Signal Processing, 2022Ying Zhang
exaly

