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Entrepreneurial agency and field relations: A Realist Bourdieusian Analysis
2018
Human Relations
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More specifically, the analysis reveals a field constituted of a complex normative geography, which consultants navigate through reflexive struggles in relation to a range of field elements with which ...
differentially enacted and experienced relations within this field (entrepreneurial agency). ...
These lines of enquiry enabled configurational analysis, or mapping the relations within and between field elements. ...
doi:10.1177/0018726718767952
fatcat:px2m4y5fivhaliuh33rfry33lm
Polynomials of the occupation field and related random fields
1984
Journal of Functional Analysis
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For the Brownian motion in d > 2 dimensions both fields are generalized. Using a relation between TX ...
To every symmetric Markov process there correspond two random fields over the state space: a Gaussian (L'free") field 4, and the occupation field TX which describes the amount of time spent by a particle ...
FIELD AND RELATED RANDOM FIELDS 45 5.2. We denote by .,N the set of all measures Ppv, p, v E iV. ...
doi:10.1016/0022-1236(84)90031-4
fatcat:hmn4sjbn7rhuhpiifptgnx5f2a
Analysis of Emerging Field Related to Distributed Concurrency control
2018
International Journal for Research in Applied Science and Engineering Technology
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In this chapter, we explore the emerging field related to distribute concurrency control. We discuss advance transaction process called nested transaction and issues of nested transaction. ...
CONCLUSION In this paper, we explore the emerging field related to distribute concurrency control. We discuss advance transaction process called nested transaction and issues of nested transaction. ...
The ancestor (descendant) relation is the reflexive transitive closure of the parent (child) relation. ...
doi:10.22214/ijraset.2018.1434
fatcat:5eerz7tnxbajbou5ataz6djjaa
A random point field related to Bose–Einstein condensation
2007
Journal of Functional Analysis
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related to the heat operator and the point field whose generating functional is represented by a resolvent of the operator. ...
The construction of the latter point field in an abstract formulation is also given. ...
It would be interesting to consider profound relations between these two point fields. We have not succeeded in the analysis on the critical case ρ = ρ c . These would be the subjects of future work. ...
doi:10.1016/j.jfa.2006.10.014
fatcat:ykoexjtu2jfprnrzosu663najm
Perspectives on geometric analysis
[chapter]
2007
Proceedings of the International Conference on Complex Geometry and Related Fields
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Chen-Lin has related this problem to mean field theory. Their computations in the relevant degree theory involves deep analysis. ...
They have interesting properties related to conformal field theory. For quasiregular examples, there was work by Boyer, Galicki and Kollár [75] . ...
doi:10.1090/amsip/039/17
fatcat:upv2nxqxw5cbdhtnbixope5unu
Harmonic analysis of additive Lévy processes
2008
Probability theory and related fields
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This rests on developing results in classical [non-probabilistic] harmonic analysis that might be of independent interest. ...
. , X N denote N independent d-dimensional Lévy processes, and consider the N -parameter random field First we demonstrate that for all nonrandom Borel sets F ⊆ R d , the Minkowski sum Lebesgue measure ...
This is another folklore fact from harmonic analysis. ...
doi:10.1007/s00440-008-0175-5
fatcat:pf3f5gn37rbwrgwqwd3mqffj4m
Harmonic analysis related to homogeneous varieties in three dimensional vector space over finite fields
[article]
2010
arXiv
pre-print
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this paper we study extension problems, averaging problems, and generalized Erdos-Falconer distance problems associated with arbitrary homogeneous varieties in three dimensional vector space over finite fields ...
In addition, studying the generalized Erd\H os-Falconer distance problems related to homogeneous varieties in three dimensions, we improve the cardinality condition on sets where the size of distance sets ...
Moreover, finite fields often yield new facts in which one may be interested. In this paper we study such problems on harmonic analysis in finite fields. ...
arXiv:1005.2644v1
fatcat:ifm6o7sckjgzrjmoqq7mqrk5ve
New identities involving sums of the tails related to real quadratic fields
[chapter]
2013
Combinatory Analysis
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In previous work, the authors discovered new examples of q-hypergeometric series related to the arithmetic of Q( √ 2) and Q( √ 3). ...
As an application, we obtain formulas for the generating function of a certain zeta functions for real quadratic fields at negative integers. 2000 Mathematics Subject Classification. 11P81, 11E16, 05A17 ...
n (q; q 2 ) n+1 = 2 θ 1 (q) (q) ∞ (q; q 2 ) ∞ D 2 (q) + q 1 2 f (q). (1.6) As an application, we next consider formulas for the generating function of the following zeta functions for real quadratic fields ...
doi:10.1007/978-1-4614-7858-4_15
fatcat:6cfzfgnrobahrixfxj6dgoef4q
Introduction to Formal Concept Analysis and Its Applications in Information Retrieval and Related Fields
[chapter]
2015
Communications in Computer and Information Science
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2017 pre-print arXiv:1703.02819v1 fatcat:zpgsffxrxfhvli2ylrgfixd5wm
This paper is a tutorial on Formal Concept Analysis (FCA) and its applications. ...
Originated in early 80s, during the last three decades, it became a popular human-centred tool for knowledge representation and data analysis with numerous applications. ...
Formal Concept Analysis (FCA) was introduced in the early 1980s by Rudolf Wille as a mathematical theory [2, 3] and became a popular technique within the IR field. ...
doi:10.1007/978-3-319-25485-2_3
fatcat:m2zad3btkjhkja2mdwmjfbkahi
THE "TOTAL" JUDICIALIZATION OF SOCIAL RELATIONS: A PHENOMENOLOGICAL ANALYSIS FROM THE JURIDICAL PROFESSIONAL FIELD
2019
Figshare
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This is a phenomenological research about the "total" judicialization of the social relations. ...
This phenomenon is understood as a complex process of expansion of law through all fields of the social life. ...
Após a leitura do voto o presidente novamente toma a palavra e diz "O voto do relator é pela denegação/concessão da ordem, voto que está em discussão" e, em mais de 98% dos casos, surge o "acompanho" dos ...
doi:10.6084/m9.figshare.7668335.v1
fatcat:riibbiinnrc7zjd2pxoil35cx4
Multivariate generalized Laplace distribution and related random fields
2013
Journal of Multivariate Analysis
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These stochastic models extend to vector fields, which are multivariate both in the argument and the value. ...
We emphasize that our analysis of these data is not a full fledged model selection/estimation procedure. ...
For the purpose of the example of Section 4, below we discuss further details related to the MMEs in fitting two multivariate vector field models that were discussed in the previous section. ...
doi:10.1016/j.jmva.2012.02.010
fatcat:tanda2ca4jb5vdn4c6w2xv4neq
RENORMALIZED SQUARES OF BOSON FIELDS
2005
Infinite Dimensional Analysis Quantum Probability and Related Topics
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a new renormalization technique was introduced based on the idea of renormalizing a closed set of commutation relations and then finding a nontrivial representation for them. In the paper [?] ...
it was proved that, in the case of quadratic fields the new renormalization procedure leads to quadratic field operator which is gamma distributed in the quadratic vacuum (as one would intuitively expect ...
the hypothetical "square of the field" on the Fock space of the 1-st powers of the field, they renormalized the commutation relations of the second powers of the field and proved constructively that a ...
doi:10.1142/s0219025705001998
fatcat:mfisfrfscre2ljddtourph3lte
QUANTUM MARKOV FIELDS ON GRAPHS
2010
Infinite Dimensional Analysis Quantum Probability and Related Topics
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As examples of generalized d-Markov chains, we construct the entangled Markov fields on tree graphs. The concrete examples of generalized d-Markov chains on Cayley trees are also investigated. ...
A graph can be equivalently assigned by giving the pair (L, ∼) of its vertices and the binary symmetric relation ∼. ...
In the classical case, Markov fields on trees are also considered in [16] - [20] . ...
doi:10.1142/s0219025710004000
fatcat:cuytc7imvvbkzpzyxf3xfitvqq
Legal Regulation of Relations in the Field of Migration
2021
International journal of multidisciplinary research and analysis
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This article discusses the legal regulation of relations in the field of migration. A fund has been set up to support individuals working abroad and to protect their rights and interests. ...
This Convention covers all aspects related to the employment of migrants, their property and family members. ...
The analysis of the study revealed the socio-demographic composition of labor migration participants, factors, directions, geography of external labor migration, assessment of migrants' living abroad, ...
doi:10.47191/ijmra/v4-i6-16
fatcat:e6gkpumjebdcplje7ze5qcca2e
A wavelet theory for local fields and related groups
2004
Journal of Geometric Analysis
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The best known example of such a group is G = Q p , the field of p-adic rational numbers (as a group under addition), which has compact open subgroup H = Z p , the ring of p-adic integers. ...
to bijective restrictions of the canonical surjection defined in (1.2); see an analysis of this relation in [8, Section 3] in the context of Kluvánek's sampling theorem (1965) for LCAGs, cf., Remark 1.1 ...
There has also been work on wavelet theory outside of the Euclidean setting, e.g., [42, 18, 33, 58, 2, 34, 4, 29, 54, 1, 3] , and classical work on harmonic analysis on local fields, e.g., [57] and ...
doi:10.1007/bf02922099
fatcat:k5gtjtxv6rb67iwp3rlcongxca
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