Corporate activities conducted under the banner of creating shared value (CSV) have gained popularity over the last decade, and some MNCs have espoused that CSV has entered the heart of their practices. There has, however, been criticism about the lack of a standard definition of CSV. The purpose of the current study was to develop a working definition of CSV by identifying distinctions between CSV and various conceptions of corporate social responsibility (CSR). We conducted 26 semi-structured interviews with managers and (...) stakeholder representatives of five multinational corporations (MNCs) and three small and medium enterprises (SMEs), all headquartered or rooted in Asia. These firms had received public recognition for their CSV engagement. We compared and contrasted interviewees’ conceptions and descriptions of CSV and traditional CSR (philanthropy) and mapped these against Carroll’s four-layer model of responsible corporate management. Interviewees tended to frame CSV as a sustainable business model that generates social and economic value simultaneously. Traditional CSR was characterized as “giving back” some of the surplus from economic returns. In addition, interviewees described examples of strategic CSR, which involved pump-priming interventions for empowering and enabling stakeholders of the CSV practices of the focal firm to participate in the associated wealth and well-being co-creation. Keywords: Corporate social responsibility, creating shared value, qualitative, Asia. (shrink)

During 17th century a scientific controversy existed on the derivation of Snell’s laws of reflection and refraction. Descartes gave a derivation of the laws, independent of the minimality of travel time of a ray of light between two given points. Fermat and Leibniz gave a derivation of the laws, based on the minimality of travel time of a ray of light between two given points. Leibniz’s calculus method became the standard method of derivation of the two laws. We demonstrate (...) in this article that Snell’s law of reflection follows from simple results of geometry. We do not use the concept of motion or the time of travel in our demonstration. That is, time plays no role in our demonstration. (shrink)

We show in this paper that the answer to the question in the title is in the negative. In modern optics, Snell’s law of reflection is derived using Leibniz’s calculus method that identifies the least time path, chosen by rays of light in going from a given point A, to another given point B, undergoing reflection at a point P on their way. We demonstrate, taking two examples of reflection: (1) at a plane reflector and (2) at elliptical reflector, (...) that Snell’s law of reflection is not a consequence of least time path principle and, that Leibniz’s method of derivation of Snell’s law of reflection is invalid. In (1), we prove that, if a light ray is reflected at point P on a line, along the least time path APB, then at every point Pi on that line, rays from A are reflected to point B, satisfying Snell’s law. However, paths, APB and APiB do not have equal travel times. In (2), we prove that, if a light ray is reflected along the least time path APB, from focus A to focus B incident at point P on an ellipse, satisfies Snell’s law, then points Pi, not lying on the ellipse, also reflect light rays from A to B, satisfying Snell’s law. However, the paths APB and APiB do not have equal travel times. Thus, both examples prove that least time path is not a criterion for reflection and, that Snell’s law of reflection is not a consequence of least time path principle. (shrink)

Leibniz proposed the ‘Most Determined Path Principle’ in seventeenth century. According to it, ‘ease’ of travel is the end purpose of motion. Using this principle and his calculus method he demonstrated Snell’s Laws of reflection and refraction. This method shows that light follows extremal (local minimum or maximum) time path in going from one point to another, either directly along a straight line path or along a broken line path when it undergoes reflection or refraction at plane or spherical (...) (concave or convex) surfaces. The extremal time path avoided the criticism that Fermat’s least time path was subjected to, by Cartesians who cited examples of reflections at spherical surfaces where light took the path of longest time. Thereby it became the standard method of demonstration of Snell’s Laws. Ptolemy’s theorem is a fundamental theorem in geometry. A special case of it offers a method of finding the minimum sum of the two distances of a point from two given fixed points. We show in this paper that Leibniz’s calculus proof of Snell’s Laws violates Ptolemy’s theorem, whereby Leibniz’s proof becomes invalid. (shrink)

The received view has it that analytic philosophy emerged as a rebellion against the German Idealists (above all Hegel) and their British epigones (the British neo-Hegelians). This at least was Russell’s story: the German Idealism failed to achieve solid results in philosophy. Of course, Frege too sought after solid results. He, however, had a different story to tell. Frege never spoke against Hegel, or Fichte. Similarly to the German Idealists, his sworn enemy was the empiricism (in his case, John Stuart (...) Mill). Genealogically, this stance is not difficult to explain. Frege grew up as a philosopher in the context of the German Idealists. He was a member of Karl Snell’s “Sunday Circle” of university teachers in Jena. The group was influenced with Schelling and the German romanticists. The first Anglophone scholar to point out what Frege's thought owes to nineteenth-century Germany philosophy, Hans Sluga, argued that Frege followed the philosophical-logical tradition originating with Leibniz and Kant which Trendelenburg and Lotze developed significantly. About the same time, a philosophical historian writing in German, Gottfried Gabriel, did much to bring this tradition to light, casting Frege as neo-Kantian. Advancing beyond Sluga and Gabriel, the present paper reveals that through the mediation of Trendelenburg and especially of Lotze many elements of German idealism found their way into Frege's logic and philosophy. (shrink)

Xenophanes of Colophon (fl. 530 BC) is widely regarded as the first skeptic in the history of Western philosophy, but the character of his skepticism as expressed in his fragment B 34 has long been a matter of debate. After reviewing the interpretations of B 34 defended by Hermann Fränkel, Bruno Snell, and Sir Karl Popper, I argue that B 34 is best understood in connection with a traditional view of the sources and limits of human understanding. If we (...) hold that mortal beings can achieve certain knowledge only with the assistance of divine powers, while rejecting any possibility of bridging the divine-human gap, a broad skepticism concerning the prospects for human knowledge becomes inevitable. It is therefore of some relevance that Xenophanes repudiated the practice of divination through signs (mantikê) and offered entirely naturalistic explanations of phenomena popularly regarded as indications of the divine will (thunder, lightning, eclipses, rainbows, etc.). (shrink)

Rene Descartes (1596 – 1650) is considered the founder of modern philosophy. Profoundly influenced by the new physics and astronomy of Kepler and Galileo, Descartes was a scientist and mathematician whose most long-lasting contributions in science were the invention of Cartesian coordinates, the application of algebra to geometry, and the discovery of the law of refraction, what we now call Snell’s law.His most important books on philosophy were The discourse on method(1637) and The meditations(1642). Descartes’ writings display an exemplary (...) degree of clarity and an aversion to pedantry. I explore Descartes' break with Aristotle, but also shine a light on the intellectual continuity Descartes had with Aristotle's thought. I also draw attention to some overlooked but interesting possibilities for an experimental test of a dualistic theory of mind. (shrink)

This article aims to show the emergence of Pre-Socratic Natural Philosophy using the cosmological Big-Bang analogy, where from a certain moment in time and space a universe appears, first in its "inflationary" moment and, soon, in constant expansion. In the case of natural philosophy, it arose with Thales at a certain moment in space and time. It also had its “inflationary” period marked by a large number of philoso-phers and a profound change in the understanding of nature. This period lasted (...) for about 5 generations until philosophy entered its paradigmatic period with Plato and Aristotle. How was the Natural Philosophy Big Bang (NPBB) possible? What were the main factors that made this possible? The text discusses these aspects, and for the author, the main factor must be sought in the internal dynamics of Greek thought and not in external causes, such as the exchange with Babylonians and Egyptians or the economic dynamics. -/- To explain the NPBB, I use the hypothesis of linguistic relativism, meaning that “lan-guage shapes the mind”, in the same line that Bruno Snell used in his 1956 book. That is, the development of the Greek language would be the preponderant factor to explain the dynamics that led to the NPBB. We believe that this hypothesis (currently criti-cized for being excessively deterministic) is justified when applied to the aforemen-tioned situation and can be summarized as follows: “An extraordinary situation re-quires an equally extraordinary explanation”. A set of historical occurrences justifies the application of the strong version of the concept of linguistic relativism, something that today would be difficult to occur. -/- The text synthesizes the main milestones of linguistic relativism, goes through the description of the turn of the oralist society to a society based on writing, which rad-ically changes the way knowledge is stored, in addition to enabling its critical evalua-tion, one of the foundations of philosophy and science. Several authors who are al-ready classics follow a similar line without, however, clearly adopting the author's position. These are the cases of Burnet, Havelock, and Ong. The text also shows some details of the linguistic evolution of Greek and its origins in the oralist mythical tradi-tion. -/- The main conclusion is that linguistic relativism in its strong version is an adequate method to deal with NPBB situation. -/- . (shrink)

The study is based on primary data which are collected with the help of a structured schedule from four different castes of population spread over North Tripura District and Unokuti District of Tripura. Stratified random sampling technique was applied for the collection of data at household level where the sample units are the adult women in the age group of 18 - 55 years. All the data are collected based on the criteria of balanced representation of different social castes such (...) as ST, SC, OBC and General in the sample. Altogether 90 samples have been collected. Main objective of the study is to determine the morbidity status and also to determine the key variables which affect morbidity status of the people of North Tripura. Binary logistic regression model has been applied to determine the key determinants of morbidity status. It has been found that age of the respondent, respondents per day calorie intake and educational level of the respondents are the key determinants of morbidity status of the respondents. The model as a whole explained between 30.6% (Cox & Snell R Square) and 41.1 %( Nagelkerke R Square). And ᵡ2 (6.460, N=90) =32.811. (shrink)

Fermat’s Least Time Principle has a long history. World’s foremost academies of the day championed by their most prestigious philosophers competed for the glory and prestige that went with the solution of the refraction problem of light. The controversy, known as Descartes - Fermat controversy was due to the contradictory views held by Descartes and Fermat regarding the relative speeds of light in different media. Descartes with his mechanical philosophy insisted that every natural phenomenon must be explained by mechanical principles. (...) Fermat on the other hand insisted an end purpose for every motion. For example, least time of travel and not the least distance of travel is the end purpose for motion of light. This implied a thinking nature, which was rejected by Descartes. Surprisingly, with contradictory assumptions regarding the relative speeds of light in different media, both Descartes and Fermat came to the same result that the ratio of sines of angles of incidence and refraction is a constant. Fermat’s result came to be known as the ‘Fermat’s least time principle’. We show in this article that Fermat’s least time principle violates a fundamental theorem in geometry – the Ptolemy’s theorem. That leads to the invalidity of Fermat’s principle. -/- . (shrink)