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Temporality
In philosophy, temporality refers to the idea of a linear progression of past, present, and future. The term is frequently used, however, in the context of critiques of commonly held ideas of linear time. In social sciences, temporality is studied with respect to the human perception of time and the social organization of time. The perception of time underwent significant changes in the three hundred years between the Middle Ages and modernity. Examples in continental philosophy of philosophers raising questions of temporality include Edmund Husserl's analysis of internal time consciousness, Martin Heidegger's ''Being and Time'', J. M. E. McTaggart's article "The Unreality of Time", George Herbert Mead's ''Philosophy of the Present'', and Jacques Derrida's criticisms of Husserl's analysis. Temporality is "deeply intertwined with the rhetorical act of harnessing and subverting power in the unfolding struggle for justice." Temporalities, particularly in European settler coloniali ...
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Martin Heidegger
Martin Heidegger (; ; 26 September 188926 May 1976) was a German philosopher who is best known for contributions to phenomenology, hermeneutics, and existentialism. He is among the most important and influential philosophers of the 20th century. He has been widely criticized for supporting the Nazi Party after his election as rector at the University of Freiburg in 1933, and there has been controversy about the relationship between his philosophy and Nazism. In Heidegger's fundamental text ''Being and Time'' (1927), "Dasein" is introduced as a term for the type of being that humans possess. Dasein has been translated as "being there". Heidegger believes that Dasein already has a "pre-ontological" and non-abstract understanding that shapes how it lives. This mode of being he terms " being-in-the-world". Dasein and "being-in-the-world" are unitary concepts at odds with rationalist philosophy and its "subject/object" view since at least René Descartes. Heidegger explicitly disag ...
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Philosophy Of Space And Time
Philosophy of space and time is the branch of philosophy concerned with the issues surrounding the ontology and epistemology of space and time. While such ideas have been central to philosophy from its inception, the philosophy of space and time was both an inspiration for and a central aspect of early analytic philosophy. The subject focuses on a number of basic issues, including whether time and space exist independently of the mind, whether they exist independently of one another, what accounts for time's apparently unidirectional flow, whether times other than the present moment exist, and questions about the nature of identity (particularly the nature of identity over time). Ancient and medieval views The earliest recorded philosophy of time was expounded by the ancient Egyptian thinker Ptahhotep (c. 2650–2600 BC) who said: The ''Vedas'', the earliest texts on Indian philosophy and Hindu philosophy, dating back to the late 2nd millennium BC, describe ancient Hindu cosmol ...
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Historicity (philosophy)
Historicity in philosophy is the idea or fact that something has a historical origin and developed through history: concepts, practices, values. This is opposed to the belief that the same thing, in particular normative institutions or correlated ideologies, is natural or essential and thus exists universally. Historicity relates to the underlying concept of history, or the intersection of teleology (the concept and study of progress and purpose), temporality (the concept of time), and historiography (semiotics and history of history). Varying conceptualizations of historicity emphasize linear progress or the repetition or modulation of past events. Concepts of historicity In phenomenology, historicity is the history of constitution of any intentional object, both in the sense of history as tradition and in the sense where every individual has its own history. Of course, these two senses are often very similar: One individual's history is heavily influenced by the tradition ...
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Vanitas
A ''vanitas'' (Latin for 'vanity') is a symbolic work of art showing the transience of life, the futility of pleasure, and the certainty of death, often contrasting symbols of wealth and symbols of ephemerality and death. Best-known are ''vanitas'' still lifes, a common genre in the Low Countries of the 16th and 17th centuries; they have also been created at other times and in other media and genres. Etymology The Latin noun ''vanitas'' (from the Latin adjective ''vanus'' 'empty') means "emptiness", "futility", or "worthlessness", the traditional Christian view being that earthly goods and pursuits are transient and worthless. It alludes to Ecclesiastes , where ''vanitas'' translates the Hebrew word ''hevel'', which also includes the concept of transitoriness. Themes Vanitas themes were common in medieval funerary art, with most surviving examples in sculpture. By the 15th century, these could be extremely morbid and explicit, reflecting an increased obsession with de ...
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Edmund Husserl
, thesis1_title = Beiträge zur Variationsrechnung (Contributions to the Calculus of Variations) , thesis1_url = https://fedora.phaidra.univie.ac.at/fedora/get/o:58535/bdef:Book/view , thesis1_year = 1883 , thesis2_title = Ãœber den Begriff der Zahl (On the Concept of Number) , thesis2_url = https://www.freidok.uni-freiburg.de/data/5870 , thesis2_year = 1887 , doctoral_advisor = Leo Königsberger (PhD advisor)Carl Stumpf (Dr. phil. hab. advisor) , academic_advisors = Franz Brentano , doctoral_students = Edith SteinRoman Ingarden , birth_name=Edmund Gustav Albrecht Husserl Edmund Gustav Albrecht Husserl ( , , ; 8 April 1859 – 27 April 1938) was a German philosopher and mathematician who established the school of phenomenology. In his early work, he elaborated critiques of historicism and of psychologism in logic based on analyses of intentionality. In his mature work, he sought to develop a systematic foundational science ba ...
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The Unreality Of Time
''The Unreality of Time'' is the best-known philosophical work of the Cambridge idealist J. M. E. McTaggart (1866–1925). In the argument, first published as a journal article in '' Mind'' in 1908, McTaggart argues that time is unreal because our descriptions of time are either contradictory, circular, or insufficient. A slightly different version of the argument appeared in 1927 as one of the chapters in the second volume of McTaggart's greatest work, ''The Nature of Existence''. The argument for the unreality of time is popularly treated as a stand-alone argument that does not depend on any significant metaphysical principles (e.g. as argued by C. D. Broad 1933 and L. O. Mink 1960). R. D. Ingthorsson disputes this, and argues that the argument can only be understood as an attempt to draw out certain consequences of the metaphysical system that McTaggart presents in the first volume of ''The Nature of Existence''Ingthorsson 19982016. It is helpful to co ...
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Periodization
In historiography, periodization is the process or study of categorizing the past into discrete, quantified, and named blocks of time for the purpose of study or analysis.Adam Rabinowitz. It's about time: historical periodization and Linked Ancient World Data'. Institute for the Study of the Ancient World Papers, 2014. This is usually done in order to understand current and historical processes, and the causality that might have linked those events. Periodizations can provide a convenient segmentation of time, wherein events within the period might consist of relatively similar characteristics. However, determining the precise beginning and ending of any ‘period’ is often arbitrary, since it has changed over time and over the course of history. Systems of periodization are more or less arbitrary, yet it provides a framework to help us understand them. Periodizing labels are continually challenged and redefined, but once established, period "brands" are so convenient that many ...
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Time Series
In mathematics, a time series is a series of data points indexed (or listed or graphed) in time order. Most commonly, a time series is a sequence taken at successive equally spaced points in time. Thus it is a sequence of discrete-time data. Examples of time series are heights of ocean tides, counts of sunspots, and the daily closing value of the Dow Jones Industrial Average. A time series is very frequently plotted via a run chart (which is a temporal line chart). Time series are used in statistics, signal processing, pattern recognition, econometrics, mathematical finance, weather forecasting, earthquake prediction, electroencephalography, control engineering, astronomy, communications engineering, and largely in any domain of applied science and engineering which involves temporal measurements. Time series ''analysis'' comprises methods for analyzing time series data in order to extract meaningful statistics and other characteristics of the data. Time series ''forecasting' ...
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Linear Temporal Logic
In logic, linear temporal logic or linear-time temporal logic (LTL) is a modal temporal logic with modalities referring to time. In LTL, one can encode formulae about the future of paths, e.g., a condition will eventually be true, a condition will be true until another fact becomes true, etc. It is a fragment of the more complex CTL*, which additionally allows branching time and quantifiers. Subsequently, LTL is sometimes called ''propositional temporal logic'', abbreviated ''PTL''. In terms of expressive power, linear temporal logic (LTL) is a fragment of first-order logic. LTL was first proposed for the formal verification of computer programs by Amir Pnueli in 1977. Syntax LTL is built up from a finite set of propositional variables ''AP'', the logical operators ¬ and ∨, and the temporal modal operators X (some literature uses O or N) and U. Formally, the set of LTL formulas over ''AP'' is inductively defined as follows: * if p ∈ ''AP'' then p is an LTL formula; * if Ï ...
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Impermanence
Impermanence, also known as the philosophical problem of change, is a philosophical concept addressed in a variety of religions and philosophies. In Eastern philosophy it is notable for its role in the Buddhist three marks of existence. It is also an element of Hinduism. In Western philosophy it is most famously known through its first appearance in Greek philosophy in the writings of Heraclitus and in his doctrine of ''panta rhei'' (everything flows). In Western philosophy the concept is also referred to as '' ''becoming''. Indian religions The Pali word for impermanence, ''anicca'', is a compound word consisting of ''"a"'' meaning non-, and ''"nicca"'' meaning "constant, continuous, permanent". While 'nicca' is the concept of continuity and permanence, 'anicca' refers to its exact opposite; the absence of permanence and continuity. The term is synonymous with the Sanskrit term ''anitya'' (a + nitya). The concept of impermanence is prominent in Buddhism, and it is also foun ...
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Futures Studies
Futures studies, futures research, futurism or futurology is the systematic, interdisciplinary and holistic study of social and technological advancement, and other environmental trends, often for the purpose of exploring how people will live and work in the future. Predictive techniques, such as forecasting, can be applied, but contemporary futures studies scholars emphasize the importance of systematically exploring alternatives. In general, it can be considered as a branch of the social sciences and an extension to the field of history. Futures studies (colloquially called "futures" by many of the field's practitioners) seeks to understand what is likely to continue and what could plausibly change. Part of the discipline thus seeks a systematic and pattern-based understanding of past and present, and to explore the possibility of future events and trends. Unlike the physical sciences where a narrower, more specified system is studied, futurology concerns a much bigger and ...
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Spatial Turn
Spatial turn is an intellectual movement that places emphasis on place and space in social science and the humanities. It is closely linked with quantitative studies of history, literature, cartography, and other studies of society. The movement has been influential in providing mass amounts of data for study of cultures, regions, and specific locations. History Academics such as Ernst Cassirer and Lewis Mumford Lewis Mumford (October 19, 1895 â€“ January 26, 1990) was an American historian, sociologist, philosopher of technology, and literary critic. Particularly noted for his study of cities and urban architecture, he had a broad career as a w ... helped to define a sense of "community" and "commons" in their studies, forming the first part of a "spatial turn." The turn developed more comprehensively in the later twentieth century in French academic theories, such as those of Michel Foucault. Technologies have also played an important role in "turns." The introduc ...
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