Josué Antonio Nescolarde-Selva

Dr. Josué Antonio Nescolarde-Selva

Department of Applied Mathematics, University of Alicante, Alicante 03690, Spain
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Research Focus & Metrics

Academic Career Length

15Years (2012-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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14 January 2015 in Foundations of Science
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Journal Article
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JUJ. L. Usó-Doménech
J. L. Usó-Doménech
Josué Antonio Nescolarde-SelvaJosué Antonio Nescolarde-Selva
Josué Antonio Nescolarde-Selva

1 January 2017 in Applied Acoustics
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PPPedro Poveda-Martínez
Pedro Poveda-Martínez
PRPeral Orts Ramon
Peral Orts Ramon
NCNuria Campillo-Davo
Nuria Campillo-Davo
Josué Antonio Nescolarde-SelvaJosué Antonio Nescolarde-Selva
Josué Antonio Nescolarde-Selva
MLMiguel Lloret-Climent
Miguel Lloret-Climent
Jaime Ramis-SorianoJaime Ramis-Soriano
Jaime Ramis-Soriano

14 June 2013 in Foundations of Science
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Josué Antonio Nescolarde-SelvaJosué Antonio Nescolarde-Selva
Josué Antonio Nescolarde-Selva
JUJ. L. Usó-Doménech
J. L. Usó-Doménech

11 April 2013 in Foundations of Science
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Josué Antonio Nescolarde-SelvaJosué Antonio Nescolarde-Selva
Josué Antonio Nescolarde-Selva
JUJosep-Lluis Usó-Doménech
Josep-Lluis Usó-Doménech

6 September 2013 in Complexity
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Josué Antonio Nescolarde-SelvaJosué Antonio Nescolarde-Selva
Josué Antonio Nescolarde-Selva
JUJosé-Luis Usó‐Doménech
José-Luis Usó‐Doménech

2 March 2012 in Kybernetes
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Journal Article
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Josué Antonio Nescolarde-SelvaJosué Antonio Nescolarde-Selva
Josué Antonio Nescolarde-Selva
FVF. Vives‐Maciá
F. Vives‐Maciá
JUJ.L. Usó‐Doménech
J.L. Usó‐Doménech
DBD. Berend
D. Berend
Purpose – The purpose of this paper is to provide an introduction to alysidal algebra. Deontical impure systems are systems whose object set is formed by an s‐impure set, whose elements are perceptuales significances (relative beings) of material and/or energetic objects (absolute beings) and whose relational set is freeways of relations, formed by sheaves of relations going in two‐way directions. Objects and freeways form chains.Design/methodology/approach – The paper looks at the mathematical and logical development of human society structure.Findings – Existence of relations with positive imperative modality (obligation) would constitute the skeleton of the system. Negative imperative modality (prohibition) would be the immunological system of protection of the system. Modality permission the muscular system, that gives the necessary flexibility to the system, in as much to the modality faculty its neurocerebral system, because it allows him to make decisions. Transactions of energy, money, merchandise...