Institution
Academy of Finland
Government•Helsinki, Finland•
About: Academy of Finland is a government organization based out in Helsinki, Finland. It is known for research contribution in the topics: Population & Health care. The organization has 286 authors who have published 419 publications receiving 15304 citations. The organization is also known as: Finlands Akademi & Suomen Akatemia.
Papers published on a yearly basis
Papers
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TL;DR: This chapter discusses the definition and motivation for surface semantics, the definition of a surface model, the intuitive meaning of the restraints, the reality of non-extendible surface models, the notion of truth in a surfacemodel, and further semantical concepts.
Abstract: Publisher Summary This chapter discusses the definition and motivation for surface semantics. Truth-definitions can have a mathematical bite, however, when entities of a higher logical type are involved—for instance, when functions and perhaps even functionals are being quantified over in them. There is more philosophical and methodological interest in this direction than philosophers of language have so far spelled out. The chapter also discusses surface models, surface models as representations of reality, surface models versus ordinary models, further restraints on surface models, the definition of a surface model, the intuitive meaning of the restraints, the reality of non-extendible surface models, the notion of truth in a surface model, and further semantical concepts. The chapter concludes with a discussion of the objectivity of surface semantics.
15 citations
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TL;DR: In this paper, the authors present a survey of the impacts on the direction of research and scientists' working and publishing habits of a particular type of research policy initiative, research field evaluations commissioned by Research Councils in four Nordic countries.
15 citations
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TL;DR: The intramolecular model for gene assembly in ciliates considers three operations, ld, hi, and dlad that can assemble any gene pattern through folding and recombination, and shows that simple assemblies possess rather involved properties.
15 citations
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15 citations
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TL;DR: In this paper, the authors argue that personal values reveal infinite emotive depths in human individuals while connecting human individuals in continuous and progressive chains of care, revealing the dynamic character of human subjectivity and intersubjectivity.
Abstract: In his late reflections on values and forms of life from the 1920s and 1930s, Husserl develops the concept of personal value and argues that these values open two kinds of infinities in our lives. On the one hand personal values disclose infinite emotive depths in human individuals while on the other hand they connect human individuals in continuous and progressive chains of care. In order to get at the core of the concept, I will explicate Husserl’s discussion of personal values of love by distinguishing between five related features. I demonstrate that values of love (1) are rooted in egoic depts and define who we are as persons, (2) differ from objective values in being absolute and non-comparative, (3) ground vocational lives as organizing principles, (4) are endlessly self-disclosing and self-intensifying, and (5) establish transitive relations of care between human beings. On the basis of my five-partite distinction, I argue that Husserl’s concepts of love and value of love reveal the dynamic character of human subjectivity and intersubjectivity.
15 citations
Authors
Showing all 290 results
Name | H-index | Papers | Citations |
---|---|---|---|
Jaakko Kaprio | 163 | 1532 | 126320 |
Olli Kallioniemi | 90 | 353 | 42021 |
Leena Peltonen | 87 | 195 | 33605 |
Mika Gissler | 85 | 1021 | 28366 |
Juha Hyyppä | 73 | 473 | 18625 |
Taina Pihlajaniemi | 68 | 258 | 14443 |
Christina Salmivalli | 66 | 161 | 17032 |
Timo Teräsvirta | 62 | 224 | 20403 |
Mikael Fogelholm | 62 | 263 | 17477 |
Moncef Gabbouj | 58 | 886 | 16860 |
Elina Hemminki | 56 | 369 | 11136 |
Matti Laine | 56 | 239 | 10256 |
Arto Salomaa | 56 | 374 | 17706 |
Mika Lindén | 53 | 229 | 10141 |
Heikki Tenhu | 53 | 252 | 10012 |