In lieu of an abstract, here is a brief excerpt of the content:Diacritics 30.4 (2000) 15-37 [Access article in PDF] Kant's Strange LightRomanticism, Periodicity, and the Catachresis of Genius Orrin N. C. Wang We might say that in deconstruction history is always posed as a question, at once urgent, ubiquitous, and insoluble, whereas ideological demystification conceives of its relation to history as an answer, a solution, to its critical hermeneutic. Certainly, this critical truism has special force in Romantic studies, (...) a field very much shaped by the complex relation between deconstruction and ideological critique over the last twenty-five years. But it could just as well be said that the full implications of this relation are especially clarified by the field of Romantic studies, not least because its object of study replays the tensions between these two modes of inquiry. Studying Romanticism means knowing it as a historical period but also knowing it as a figure that stands for something else: an aesthetic practice, a form of consciousness, a political aspiration, an ideology, the possibility of historicity itself. That as a figure Romanticism can be either transhistorical or tied to its historical identity makes its situation all the more complicated and compelling. Romanticism especially dramatizes the interlocking relation between period identity and trope, and the investment of literary studies in that dynamic. Romanticism is the period metaphor that both stabilizes and disrupts the very concept of period metaphors.1 The deconstruction and demystification of Romanticism is very much about the deconstruction and demystification of history, its existence as either question or calculation, trope or immanent being.But even as Romanticism asserts its special relation to history it must also confront an opposite trajectory, how its meaning is best understood through a constellation of other, larger historical identities, such as the Enlightenment and modernity itself. At present the potential disciplinary reorganization of Romanticism into the long eighteenth century is the most vivid academic expression of the question, where does the historical specificity of Romanticism reside, within itself or something larger, or both?Sorting this issue out is certainly a historical proposition, but as Romanticism's special relation to history reminds us, it is also, in Paul de Man's sense, rhetorical. Which is to say, Romanticism's relation to history is, paradoxically, not special-or, more precisely, it is a trope for something pervasive among all the period fields of literary studies, insofar as they remain particular and distinct from one another. This includes those historical entities that might subsume or entangle with Romanticism itself, that would enact historicity by absorbing a field so intent on both the enabling and worrying of historical thought. Approached tropologically, the relation of Romanticism to these larger historical periods is not simply about events and formations that constitute [End Page 15] the boundaries of historical identities. It is also about best identifying and clarifying the workings of figure that create the intelligence of such periodicity.Such labor, what de Man designated innocently enough by the term "reading," calls for its own crossing of a particular set of boundaries. A philosophical text, generated by the entanglement between Romanticism and the eighteenth-century Enlightenment, might contain sections exemplary in their recording of the interstice between trope and historical periodization. Immanuel Kant's short meditation on genius in the third Critique is, like the rest of his book, about the limits and possibilities of the judging subject; his words on genius are also specifically about the artistically creative subject. In resolving the contradictions between aesthetic judgment and creation, Kant transforms the solar light of human genius into the historical genius of the Enlightenment, which is very much the linguistic genius of Romanticism. This all occurs in a register not of consciousness or of historical truth, but of something else before either's constative realization.Kant's text is especially telling in its reflexive expression of this situation, so much so that it helps illuminate the sharp distinction between deconstruction and ideological demystification. For if deconstruction always poses history as the pressure of an insoluble, omnipresent question, it does so through figure, before truth. In contrast, ideological demystification, with... (shrink)

This article constitutes an attempt to articulate productive crossovers between some of the philosophical groundings and theoretical underpinnings on which various schools of phenomenology are based and areas within the practice and theory of psychoanalysis that chime with these. It works ultimately towards establishing a _phenomenologico-existential psychoanalysis _from these researches, out of which key concepts of illness, structure, situation, and periodicity are excavated; and into which they are incorporated.

The periodic table of the elements is one of the most powerful icons in science: a single document that captures the essence of chemistry in an elegant pattern. Indeed, nothing quite like it exists in biology or physics, or any other branch of science, for that matter. One sees periodic tables everywhere: in industrial labs, workshops, academic labs, and of course, lecture halls. It is sometimes said that chemistry has no deep ideas, unlike physics, which can boast quantum mechanics and (...) relativity, and biology, which has produced the theory of evolution. This view is mistaken, however, since there are in fact two big ideas in chemistry. They are chemical periodicity and chemical bonding, and they are deeply interconnected. The observation that certain elements prefer to combine with specific kinds of elements prompted early chemists to classify the elements in tables of chemical affinity. Later these tables would lead, somewhat indirectly, to the discovery of the periodic system, perhaps the biggest idea in the whole of chemistry. Indeed, periodic tables arose partly through the attempts by Dimitri Mendeleev and numerous others to make sense of the way in which particular elements enter into chemical bonding. (shrink)

The concept of major scientific advances occurring as a short-term ‘revolutionary’ change in thinking interspersed by long periods of so-called ‘normal’ science seems to be losing ground to more ecological models, which are more inimical of the twists and turns of life. From this idea it is a short step to charting science’s progress against stages used in fictional storytelling, which after all is life-based. This paper explores the development of the periodic table in terms of the achievement of a (...) fictional ‘quest’, and finds the stages of such a story are well represented. While Mendeleev or perhaps Meyer might be considered by some to be the hero of the quest, its first stage—the call—is represented by the Karlsruhe conference in 1860, with an international cast of ‘companions’ and ‘helpers’ who contributed to the Table’s early development. The ‘journey’ may have been frustrated by lack of appropriate data and understanding of concepts, but the ‘arrival’ phase is clearly marked by the award of the Davy medal jointly to Mendeleev and Meyer in 1882, Throughout these stages there are lesser, although still significant contributions made by “little people” of science to the overall progress of the Table. The end of the journey is not the end of the quest: the discovery of new elements—“new ordeals”—and their incorporation into an increasing range of types and styles of periodic table, which—akin to the “life-renewing goal” of the fictional quest—continue. (shrink)

The periodic table may be seen as the most successful example of inquiry in the history of science, both in terms of practical application and theoretic understanding. As such, it serves as a model for truth as it emerges from inquiry. This paper offers a sketch of a central moment in the history of chemistry that illustrates an intuitive metamathematical construction, a model of emerging truth. The MET, reflecting the structure the surrounds the periodic table, attempts to capture the salient (...) epistemological elements that warrant truth claims based on sets of models that are progressive in light of both empirical and theoretical advance seen over time. (shrink)

This study investigates the literary-historical context of the attempts by late Southern Song critics to periodize Tang poetry. It demonstrates that the primary agenda of these critics was to establish High Tang poetry as the sole correct model. The insistence on the supremacy of the High Tang went in tandem with, and formed part of, the rebuke of contemporary poets for choosing Late Tang poetry as the object of emulation. The focal point of contention was whether Late Tang poetry could (...) or should serve as a useful model, at least for some in the initial stage of their poetic training. In this context, periodizations of Tang poetry functioned as an auxiliary to the discourse on choices of models in the late Southern Song. (shrink)

The philosopher of chemistry Andrea Woody has recently published a wide-ranging article concerning the turn to practice in the philosophy of science. Her primary example consists of the use of different forms of representations by Lothar Meyer and Mendeleev when they presented their views on chemical periodicity. Woody believes that this distinction can cast light on various issues including why Mendeleev was able to make predictions while Meyer was not. Secondly, she claims that it can clarify the much-debated question (...) concerning the relative values of prediction and accommodation of data in the way that the periodic system was accepted. Thirdly, Woody believes that such differences in the representation of periodicity can be used to argue for the explanatory nature of the periodic table in contrast with the more traditional view that the periodic table is not explanatory. (shrink)

While symbolic colour use has always played a conspicuous role in science research and education, the use of colour in historic diagrams remains a lacuna in the history of science. Investigating the colour use in diagrams often means uncovering a whole cosmology that is not otherwise explicit in the diagram itself. The periodic table is a salient and iconic example of non-mimetic colour use in science. Andreas von Antropoff's (1924) rectangular table of recurrent rainbow colours is famous, as are Alcindo (...) Flores Cabral's (1949) application of colour in his round snail form, using the RGB scheme, and Mazurs's (1967) pine tree system, consisting of warm and cold colours that he attributed to specific groups of elements—an attribution that we can relate back to humoralism and alchemy. From the first periodic tables in the 19th century, individual researchers have used different colour regimes. While standardization may play an obvious role in chemistry and its diagrams, all the more impressive is the anarchistic use of colour in the various diagrams which continue to be created. This article focuses on periodic tables in chemical journals and text books, and explores and compares the development of colour codes found in the few existing polychrome diagrams from the 1920s to the 1970s. (shrink)

In this paper, we present a deterministic time discrete mathematical model based on multiregional periodic matrices to describe the dynamics of Sardina pilchardus in the Central Atlantic area of the Moroccan coast. This model deals with two stages (immature and mature) and three spatial zones where sardines are supposed to migrate from one zone to another. The population dynamics is described by an autonomous recurrence equation N(t + 1) = A.N(t), where A is a positive matrix whose entries are estimated (...) using data collected during biannual acoustic surveys carried out from 2001 to 2003 onboard the Norwegian research vessel “Dr Fridtjof Nansen”. The dominant eigenvalue λ of A that gives the long-term growth rate of fish population is smaller than one. This agrees with the stock decrease observed in the data collected. We show that λ is highly sensitive to the recruitment rate and much less sensitive to the reproduction rate. These results can clearly be used to define an efficient scenario in order to fight for instance against a stock decrease. (shrink)

The basis of the Periodic Table is discussed. Electronic configuration recurs in only 21 out of the 32 groups. A better basis is derived by considering the highest classical valency (v) exhibited by an element and a new measure, the highest valency in carbonyl compounds (v*). This leads to a table based on the number of outer electrons possessed by an atom (N) and the number of electrons required for it to achieve an inert (noble) gas configuration (N*). Periodicity (...) of these is nearly complete. The new basis helps to settle the question of the best form of table and related issues. (shrink)

The Western messanger and The Dial -- Orestes A. Brownson and The Boston quarterly review -- The Present -- The Harbinger -- The Spirit of the age -- Elizabeth Peabody and her Xsthetic papers -- The Massachusetts quarterly review -- The Dial (Cincinnati)--The Radical -- The Index -- Appendix: Two uncollected Emerson items.

In 1854 the biologist Thomas Henry Huxley pointed to a significant change in the way that reviewers were treating books that endorsed deeply flawed scientific theories. In the past, “when a book had been shown to be a mass of pretentious nonsense,” it “quietly sunk into its proper limbo. But these days appear, unhappily, to have gone by.” Due to the “utter ignorance of the public mind as to the methods of science and the criterion of truth,” scientists were now (...) forced to review such books in order to expose their deficiencies (Huxley 1903, 1). Huxley’s observation indicates how the development of a mass reading audience in mid-nineteenth century Britain transformed the very nature of scientific controversy. Scientists were compelled to debate the validity of theories in new public sites, not just in exclusive scientific societies or in specialized scientific journals with limited circulation. It was during the nineteenth century that public controversy—not limited to science alone—became possible for the first time. In this short piece I will discuss how the “communications revolution” produced a public space for the debate over evolutionary theory in mid-nineteenth century Britain. I will focus on periodicals as one of those public spaces in which the debate took place.1 As Huxley found, attempting to resolve a scientific controversy in the general periodical press could be a risky venture. Although a non-specialized journal could provide the public space necessary for reaching the reading audience, maintaining scientific authority in such a site was somewhat problematic. (shrink)

Evolution proceeds in phases, alternatingly convergent and divergent. During the divergent phases, many variants of an evolutionary system arise, and in the convergent phases, these are brought together in a new, higher unity, which in turn varies, and so on. Thus the mechanism of evolution is trialistic, proceeding according to the Hegelian principle (in the widest sense) of thesis, antithesis and synthesis. This mechanism is at the same time mirrored in the structure of the evolving systems, being most clearly expressed (...) in the derivation of periodic systems of the individual levels of evolution. These relationships will be discussed using examples from symbiosis research, population dynamics and biogenesis. (shrink)

This paper explores the development of the chemical table as a tool designed for chemical information visualization. It uses a historical context to investigate the purpose of chemical tables and charts, analyzing them from the perspective of theory of tables, cartography, and design. It suggests reasons why the two-dimensional periodic table remains the de facto standard for chemical information display.

In this essay I intend to flesh out and discuss what I consider to be the groundbreaking contribution by the German historian and theorist of history Reinhart Koselleck to postwar historiography: his theory of historical times. I begin by discussing the view, so prominent in the Anglophone context, that Koselleck's idea of the plurality of historical times can be grasped only in terms of a plurality of historical periods in chronological succession, and hence, that Koselleck's theory of historical times is (...) in reality a theory of periodization. Against this interpretation, to be found in works by Kathleen Davis, Peter Osborne, and Lynn Hunt, among others, I will argue that not only is Koselleck's theory of historical times, or, with a more phenomenlogical turn of phrase, his theory of multiple temporalities, not a theory of periodization, it is, furthermore, a theory developed to defy periodization. Hence, at the core of Koselleck's work is the attempt to replace the idea of linear, homogeneous time with a more complex, heterogeneous, and multilayered notion of temporality. In this essay I will demonstrate how this shift is achieved by means of three dichotomies: between natural and historical, extralinguistic and intralinguistic, and diachronic and synchronic time. (shrink)

In case of that human civilization was viewed as an integrated organism, the Periodic Table of the Civilizations (PTOC in short) has been formulated and recommended based on the development level and periodicity of core elements of human civilization. It divides the frontier process of the human civilization from the birth of humankind to the end of twenty-first century into 4 periods and 16 stages, and in which four periods include that of primitive culture, agricultural civilization, industrial civilization and (...) knowledge civilization orderly, and each period includes four stages, that is, start, developing, maturing and transition stages sequentially. There are three approaches for the arrangements of the PTOC, that is, simple, vertical and horizontal tables. The big period of earth civilization refers to that from the primitive culture to the knowledge civilization, and then big period of space civilization will begin with the astronautic civilization. The first modernization witnesses the great changes and transformation from the traditional agricultural to the modern industrial civilization, and then second modernization from the modern industrial to the higher modern knowledge civilization. The periodic table, coordinate system and roadmap of human civilization and world modernization have been formulated to describe the relationship between them. (shrink)

Analyzing and modeling interconnections between crucial factors of human development, rates of growth thereof and elasticity of the growth rates, the authors have defined specific periods of the development and have made a forecast for the dynamics of the human resources development. Those periods have been defined more exactly and arranged as follows: the first one – «Before Christ»; the second one – «Early Medieval» (1–1100 a.d.); the third one – «Advanced Medieval» (1101–1625); the forth one – «Pioneer’s Modernization» (1626–1970); (...) the fifth one – «Industrialization» (1871–2030) and the sixth one – «Informational society» – after 2030. The results received enable to make forecasts of the global factors dynamics, to find out unified solutions in socio-economic sphere, to define tendencies in social development and to build up unified strategic approaches for modeling global influence on human resources. (shrink)

Starting from six kinds of periodicity of words we define six sets of words which are primitive in different senses and we investigate their relationships. We show that only three of the sets are external Marcus contextual languages with choice but none of them is an external contextual language without choice or an internal contextual language. For the time complexity of deciding any of our sets by one-tape Turing machines, n2 is a lower bound and this is optimal in (...) two cases. The notions of roots and degrees of words and languages, which are strongly connected to periodicity and primitivity, are also considered, and we show that there can be an arbitrarily large gap between the complexity of a language and that of its roots. (shrink)

One hundred and ten years after his death, the most important task left by Charles S. Peirce (1839–1914) to future generations of semioticians remains incomplete: a taxonomy of sign classes, with detailed descriptions and examples to justify its claim as a general logic (Houser 502). In his final years, Peirce made several attempts to present what would be a rationale for deriving, from his three categories and a detailed analysis of the aspects of the sign, the sixty-six classes of signs (...) that would be the elements of a grammar serving as the foundation for both critical semiotics (an expanded logic to encompass all mental states) and a universal theory of communication (where semiosis, or the action of the sign... Read More. (shrink)

Logicians commonly speak in a relatively undifferentiated way about pre-euler diagrams. The thesis of this paper, however, is that there were three periods in the early modern era in which euler-type diagrams (line diagrams as well as circle diagrams) were expansively used. Expansive periods are characterized by continuity, and regressive periods by discontinuity: While on the one hand an ongoing awareness of the use of euler-type diagrams occurred within an expansive period, after a subsequent phase of regression the entire knowledge (...) about the systematic application and the history of euler-type diagrams was lost. I will argue that the first expansive period lasted from Vives (1531) to Alsted (1614). The second period began around 1660 with Weigel and ended in 1712 with lange. The third period of expansion started around 1760 with the works of Ploucquet, euler and lambert. Finally, it is shown that euler-type diagrams became popular in the debate about intuition which took place in the 1790s between leibnizians and Kantians. The article is thus limited to the historical periodization between 1530 and 1800. (shrink)

In the context of a distributive lattice we specify the sort of mappings that could be generally called ''negations'' and study their behavior under iteration. We show that there are periodic and nonperiodic ones. Natural periodic negations exist with periods 2, 3, and 4 and pace 2, as well as natural nonperiodic ones, arising from the interaction of interior and quasi interior mappings with the pseudocomplement. For any n and any even , negations of period n and pace s can (...) also be constructed, but in a rather ad hoc and trivial way. (shrink)

We review different studies of the Periodic Law and the set of chemical elements from a mathematical point of view. This discussion covers the first attempts made in the 19th century up to the present day. Mathematics employed to study the periodic system includes number theory, information theory, order theory, set theory and topology. Each theory used shows that it is possible to provide the Periodic Law with a mathematical structure. We also show that it is possible to study the (...) chemical elements taking advantage of their phenomenological properties, and that it is not always necessary to reduce the concept of chemical elements to the quantum atomic concept to be able to find interpretations for the Periodic Law. Finally, a connection is noted between the lengths of the periods of the Periodic Law and the philosophical Pythagorean doctrine. (shrink)

The article looks at Novi ecclesiastico-scholastici Annales (…), a periodical which is a significant resource in book culture research. The authors focus mainly on book distribution and propagation in Protestant communities during the last decade of the 18th century.

Berichte zur Wissenschaftsgeschichte, Volume 45, Issue 1-2, Page 112-134, June 2022.

Diagonal relationships in the periodic table were recognized by both Mendeléev and Newlands. More appropriately called isodiagonal relationships, the same three examples of lithium with magnesium, beryllium with aluminum, and boron with silicon, are commonly cited. Here, these three pairs of elements are discussed in detail, together with evidence of isodiagonal linkages elsewhere in the periodic table. General criteria for defining isodiagonality are proposed.

In this essay, we aim to provide an overview of the periodic table’s origins and history, and of the elements which conspired to make it chemistry’s most recognisable icon. We pay attention to Mendeleev’s role in the development of a system for organising the elements and chemical knowledge while facilitating the teaching of chemistry. We look at how the reception of the table in different chemical communities was dependent on the local scientific, cultural and political context, but argue that its (...) eventual universal acceptance is due to its unique ability to accommodate possessed knowledge while enabling novel predictions. Furthermore, we argue that its capacity to unify apparently disconnected phenomena under a simple framework facilitates our understanding of periodicity, making the table an icon of aesthetic value, and an object of philosophical inquiry. Finally, we briefly explore the table’s iconicity throughout its representations in pop art and science fiction. (shrink)

Revision sequences were introduced in 1982 by Herzberger and Gupta as a mathematical tool in formalising their respective theories of truth. Since then, revision has developed in a method of analysis of theoretical concepts with several applications in other areas of logic and philosophy. Revision sequences are usually formalised as ordinal-length sequences of objects of some sort. A common idea of revision process is shared by all revision theories but specific proposals can differ in the so-called limit rule, namely the (...) way they handle the limit stages of the process. The limit rules proposed by Herzberger and by Belnap show different mathematical properties, called periodicity and reflexivity, respectively. In this paper we isolate a notion of cofinally dependent limit rule, encompassing both Herzberger’s and Belnap’s ones, to study periodicity and reflexivity in a common framework and to contrast them both from a philosophical and from a mathematical point of view. We establish the equivalence of weak versions of these properties with the revision-theoretic notion of recurring hypothesis and draw from this fact some observations about the problem of choosing the “right” limit rule when performing a revision-theoretic analysis. (shrink)