Search results for "incompleteness"

showing 10 items of 12 documents

Exploring the generative power of performance measurement systems design

2019

Abstract Prior studies recognise the enabling power of incompleteness in the design of Performance Measurement Systems (PMS). We add to these studies by exploring the ‘time dimension’ of incompleteness as a way to delve into the generative power of design. To this aim, we rely upon the experience of a knowledge-intensive organization during the design of a new PMS. While knowledge complexity engaged the participants within an open-ended design process, incomplete measures were associated with unfolding memories of the past and confident beliefs in future solutions, which generated effects through the knowledge gaps that they entailed, as well as through the projections in the past and in th…

ForgettingDesignIncompleteneComputer science05 social sciencesIncompleteness050201 accountingData scienceTimePower (social and political)Settore SECS-P/07 - Economia AziendaleAccountingMultiple time dimensions0502 economics and businessPerformance measurementPerformance measurement Incompleteness Design Time Knowledge-intensive organizationDesign processSystems designPerformance measurementKnowledge-intensive organizationEngineering design process050203 business & managementGenerative power
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Molte Palermo. Temi

2019

Nel tema delle incompiute idee di città possibili si riconoscerà il paradigma connotativo dello stesso divenire di Palermo, lungo un percorso millenario di processi di trasformazione nessuno dei quali portato a compimento, in virtù di quel valore distintivo di exemplum che non necessita di ulteriori e conclusive dimostrazioni. Il corso della storia, del resto, ha imposto a Palermo il ciclico riproporsi di destini interrotti. Tale si rilevò l’invenzione della città capitale, quella della “quadratura geometrica e della croce di strade” sovrimpressa a quella archetipica e fondativa della Pan-ormos scambiatrice. E l’incompiutezza sarà il tratto distintivo della città dei rettifili stradali otto…

In the theme of unfinished ideas of possible cities will recognize the connotative paradigm of the evolution of Palermo will be recognised along a thousand year path of transformational processes none of which was completed by virtue of the distinctive value of exemplum that does not require additional and conclusive demonstrations. The course of history has moreover imposed on Palermo a cyclical recurrence of broken destinies. This was evidence of the invention of the capital city that of the “geometric square and the cross roads” superimposed on the archetypal underpinning of Pan-ormos as a place of exchange. And incompleteness will be the hallmark of the city of the nineteenth century straight roads heading towards undefined destinations the symptomatic expression of the idea of a preordained effect of suspension. Similarly unfinished will be the Palermo of the redevelopment plans in the nineteenth and twentieth centuries upto the shapeless development of the contemporary city and the new arterial routes (the Circonvallazione) manifestations of further “Palermo as abstraction” ever more distant from “Palermo as places”. A city ultimately characterized by continuous metamorphoses replacement of values absorptions oblivion and cultural desecration. From this distance one can indeed observe Palermo from a marginal and peripherical point of view as regards its urban limits opening up a different prospect penetrating and maybe even superior able to understand facts and phenomena in depth.Settore ICAR/14 - Composizione Architettonica E Urbana
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The double-incompleteness theorem

1976

Let T be a strong enough theory, and M - its metatheory, both are consistent. Then there is a closed arithmetical formula H that is undecidable in T, but one cannot prove in M neither that H is T-unprovable, nor that H is T-unrefutable. For English translation and proof, see K. Podnieks What is mathematics: Godel's theorem and around.

Mathematics::Logicincompleteness theoremComputer Science::Logic in Computer Sciencedouble incompletenessComputer Science::Computation and Language (Computational Linguistics and Natural Language and Speech Processing)incompletenessComputer Science::Formal Languages and Automata Theory
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¿Qué papel juegan la evitación del daño y la sensación de inacabado en los síntomas obsesivos de orden y comprobación?

2020

Numerosas investigaciones han intentado determinar las variables implicadas en la génesis y mantenimiento del Trastorno Obsesivo-Compulsivo (TOC). Recientemente, se han propuesto la evitación del daño y la sensación de inacabado como dos dimensiones nucleares motivadoras de la sintomatología obsesivo-compulsiva. El objetivo de este estudio fue analizar el papel de la evitación del daño y la sensación de inacabado en su relación con los síntomas obsesivo-compulsivos. Para ello, se realizó un Path analysis en una muestra de 267 personas de la población general (74,5% mujeres; edad media 27,29 años). Los resultados mostraron que la asociación entre evitación del daño y los síntomas de orden y …

Orderingeducation.field_of_studyFuture studiesPsychotherapistTrastorno obsesivo-compulsivoCheckingPopulationIncompletenessGeneral MedicineHarm avoidancemedicine.diseaseSensación de inacabadoObsessive-compulsive DisorderObsessive compulsiveEvitación del dañomedicineHarm avoidancePsychologyeducationOrdenComprobación
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Realism, metamathematics, and the unpublished essays

1995

This initial chapter is divided into two sections. The first is devoted to a brief exposition of the intuitive essence and the philosophical motivation of Godel’s main metamathematical results, namely his completeness theorem for elementary logic (1930) and his incompleteness theorems for arithmetic (1931). Thereafter some discussion of the different ways to confront the relationship between those results and Godel’s philosophical realism in logic and mathematics is offered. Thus, mathematical realism will be successively regarded as (i) a philosophical consequence of those results; (ii) a heuristic principle which leads to them; (iii) a philosophical hypothesis which is “verified” by them.…

Philosophy of mathematicsPhilosophyMetamathematicsGödelGödel's completeness theoremGödel's incompleteness theoremsPhilosophical realismcomputerRealismEpistemologyExposition (narrative)computer.programming_language
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Phenomenological-Semantic Investigations into Incompleteness

2000

When today the phenomenologist surveys the history of the philosophical comprehension of Godel’s theorems, he is confronted with the realization that the decisive publications come almost exclusively from the sphere of analytic philosophy.1 But does phenomenology in the spirit of Husserl not mean to keep in step with the epochal results of the special sciences by working on the phenomenological understanding of them? Phenomenological research of this kind means the same as development of phenomenological theory of science (Wissenschaftstheorie). In connection with the incompleteness theorems, the latter would be confronted with fundamental questions such as, “To what extent can mathematical…

Special sciencesInterpretative phenomenological analysisPhilosophyModal logicGödelGödel's incompleteness theoremsMathematical proofPhenomenology (psychology)computerNatural languagecomputer.programming_languageEpistemology
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Logic, Computing and Biology

2015

Logic and Computing are appropriate formal languages for Biology, and we may well be surprised by the strong analogy between software and DNA, and between hardware and the protein machinery of the cell. This chapter examines to what extent any biological entity can be described by an algorithm and, therefore, whether the Turing machine and the halting problem concepts apply. Last of all, I introduce the concepts of recursion and algorithmic complexity, both from the field of computer science, which can help us understand and conceptualise biological complexity.

Turing machinesymbols.namesakeRecursionTheoretical computer scienceComputer scienceComputational logicFormal languagesymbolsAnalogyComputerApplications_COMPUTERSINOTHERSYSTEMSGödel's incompleteness theoremsUnconventional computingHalting problem
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Inductive inference of recursive functions: Qualitative theory

2005

This survey contains both old and very recent results in non-quantitative aspects of inductive inference of total recursive functions. The survey is not complete. The paper was written to stress some of the main results in selected directions of research performed at the University of Latvia rather than to exhaust all of the obtained results. We concentrated on the more explored areas such as the inference of indices in non-Goedel computable numberings, the inference of minimal Goedel numbers, and the specifics of inference of minimal indices in Kolmogorov numberings.

Turing machinesymbols.namesakeTheoretical computer scienceInductive biasInductive probabilitysymbolsRecursive functionsInferenceInductive reasoningGödel's incompleteness theoremsQualitative theoryMathematics
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El papel de la sensación de inacabado y las experiencias "Not Just Right" en el trastorno obsesivo compulsivo. Una aproximación experimental al estud…

2017

La investigación y la práctica clínica han demostrado que el Trastorno Obsesivo-Compulsivo (TOC) es una condición psicopatológica compleja y heterogénea desde el punto de vista etiológico y sintomatológico. Desde hace décadas, un importante cuerpo de investigaciones ha centrado sus esfuerzos en intentar determinar las variables involucradas en el inicio y mantenimiento de la sintomatología obsesivo-compulsiva. La mayoría de estos estudios se han llevado a cabo siguiendo la propuesta de los modelos teóricos cognitivo-conductuales, según los cuales el motivador subyacente a la sintomatología obsesivo-compulsiva es la evitación del daño o miedo a las consecuencias temidas. Concretamente, una g…

evitación del dañosensación de inacabadotrastorno obsesivo compulsivo:PSICOLOGÍA [UNESCO]tocUNESCO::PSICOLOGÍAincompletenessmotivadores de síntomasnot just right experiencies
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Formālisms kā reālās matemātikas filozofija: 14 argumenti

2015

Referāts Latvijas Universitātes 73.zinātniskajā konferencē 2015.gada 13.februārī.

formalismfoundations of mathematics:MATHEMATICS [Research Subject Categories]:HUMANITIES and RELIGION [Research Subject Categories]incompleteness theoremsaxiomatic set theoryplatonism
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