society he is trying to help. One primary message of the play is that the individual, who stands alone, is more often "right" than the mass of people, who are portrayed as ignorant and sheeplike. Isben who turned atheist during his encounter with Georg Brandes, presents many Christian values in ‘An enemy of the people’, and religious references. Both Dr. Stockmann and Mrs. Stockmann reveal signs of religious references and show Christian values. We learn that Dr. Stockmann has strong moral values
electric transmission lines. In circuits where the current (I) and voltage (V) are related by a simple proportionality constant, as in OHM'S LAW, V = RI, the proportionality constant R is the resistance of the circuit. This discovery was made by Georg Simon Ohm (1787-1854), a German physicist, therefore, Ohm is the common unit of electrical resistance. Resistance is the property of an electric circuit or part of a circuit that transforms electric energy into heat energy. The dissipation of
influenced by Simmel. This was especially true of those who developed the symbolic interaction approach including writers in the Chicago school, a tradition that dominated United States sociology in the early part of this century, before Parsons. Georg Simmel (1858-1918, Germany) was born in Berlin and received his doctorate in 1881. He was of Jewish ancestry and was marginalized within the German academic system. Only in 1914 did Simmel obtain a regular academic appointment, and this appointment
had embittered the relationships between the families for three generations. The neighbour feud had grown into a personal one since Ulrich had come to be head of his family; if there was a man in the world whom he detested and wished ill to it was Georg Znaeym, the inheritor of the quarrel and the tireless game-snatcher and raider of the disputed border-forest. The feud might, perhaps, have died down or been compromised if the personal ill-will of the two men had not stood in the way; as boys they
see him as the god of drama, infallible and fundamentally superior to modern playwrights. However, this attitude is not new. Even centuries ago, the "holiness" of Shakespeare's work inspired and awed audiences. In a letter dated October 1, 1775, Georg Christoph Lichtenberg, commenting on David Garrick's production of Hamlet (1742-1776) to his friend Heinrich Christian Boie, likens the "To be, or not to be" soliloquy to the Lord's Prayer. He says that the soliloquy "does not naturally make the same
seemed to work better for Kafka. By taking a look at some of Kafka's works we can see this irony more clearly. In Kafka's short story entitled, "The Judgement," written in 1912, we see one of the unusual uses of irony by Kafka. The central figure, Georg Bendemann, has just gotten into a long and somewhat heated argument with his aging and infirm father. Suddenly Georg's father "threw the blankets off with a strength that sent them all flying in a moment and sprang erect in bed. Only one hand touched
and several operas. Handel moved around from country to country writing, composing, and producing music for royalty such as Queen Anne and George of Hanover. In his life, Handel mastered several instruments including the violin and the harpsichord. Georg Friederich Handel (he later anglicized his name) was born at Halle, Saxony, Germany on February 23, 1685. He was the son of a barber-surgeon that opposed a career in music for a great deal of his life. But at age 8, Handel was allowed to study music
who are living in the private sanatorium " Les Cerisiers " headed by the last living member of an old regional aristocratic family, Miss Dr. h.c. Dr. med. Mathilde Von Zahnd. The first one thinks he is Sir Isaac Newton, but he is in reality Herbert Georg Beutler, the second one thinks he is Albert Einstein and his real name is Ernst Heinrich Ernesti. The third physicist, Johann Wilhelm Möbius is different, he has got no second identity but he is in this sanatorium because King Solomon speaks to him
Georg Cantor I. Georg Cantor Georg Cantor founded set theory and introduced the concept of infinite numbers with his discovery of cardinal numbers. He also advanced the study of trigonometric series and was the first to prove the nondenumerability of the real numbers. Georg Ferdinand Ludwig Philipp Cantor was born in St. Petersburg, Russia, on March 3, 1845. His family stayed in Russia for eleven years until the father's sickly health forced them to move to the more acceptable environment of Frankfurt
Georg Simon Ohm At the time Georg Simon Ohm was born not much was known about electricity, he was out to change this. Georg grew up in Bavaria which is why most information about Georg is in German. There is even a College named after him: Georg-Simon-Ohm Fachhochschule Nuernberg. To much dismay not a whole lot has been written about him. Usually you will find a paragraph of the summary of his life. I hope to change this flaw in the history books by telling you as much as I could find on his life
Spiritual Murder in Georg Buchner's Woyzeck Throughout dramatic history, tragedies have depicted a hero's humanity being stripped from him. Usually, as in Shakespeare's classic paradigms, we see the hero, whether King Lear or Othello, reduced from his original noble stature to nothingness and death. Yet Georg Buchner's fragmentary play Woyzeck shows us a protagonist already stripped of humanity, transformed into and treated as an animal. Indeed, Woyzeck, far from being a simple tale of a village
Infinity in a Nutshell Infinity has long been an idea surrounded with mystery and confusion. Aristotle ridiculed the idea, Galileo threw aside in disgust, and Newton tried to step-side the issue completely. However, Georg Cantor changed what mathematicians thought about infinity in a series of radical ideas. While you really should read my full report if you want to learn about infinity, this paper is simply gets your toes wet in Cantor’s concepts. Cantor used very simple proofs to demonstrate
Factors that Affect the Resistance of a Wire Aim To study the factors which affect the resistance of a wire. Background Information Although current and potential difference measure different things, they are related to each other. In 1826, Georg Ohm discovered that doubling the p.d. doubled the current. (Taken from Ohm's Law: the current flowing through a metal wire is proportional to the potential difference across it (providing the temperature is constant). Electricity flows through
To what extent does Hans-Georg Gadamer’s theory of science provide a basis for the articulation of an ecological hermeneutics? As "hermeneutics" is the art of interpretation and understanding, "ecological hermeneutics" is understood as the act of interpreting the impact of technology within the lifeworld. I consider the potential for ecological hermeneutics based upon Gadamer’s theory of science. First, I outline his theory of science. Second, I delineate ecological hermeneutics as an application
For the purposes of this debate, I take the sign of a poor argument to be that the negation of the premises are more plausible than their affirmations. With that in mind, kohai must demonstrate that the following premises are probably false: KCA 1. Whatever begins to exist has a cause. 2. The universe began to exist. 3. Therefore, the universe has a cause. We come first to premise (1), which is confirmed in virtually ever area of our sense experience. Even quantum fluctuations, which many
Set Theory in the Flesh The idea of infinity has been around for thousands of years. It it impossible to even conceive of this number or anything that pertains to the infinite. There is always one more. A billion is a fairly large number, 1 with 9 zeros after it. If one counted by seconds without breaks, it would take over 32 years to reach it. A Google, is a number written as 1 with one hundred zeros after it. One couldn't even count the number of lifetimes it would take to count to this number
Finiteness has to do with the existence of boundaries. Intuitively, we feel that where there is a separation, a border, a threshold – there is bound to be at least one thing finite out of a minimum of two. This, of course, is not true. Two infinite things can share a boundary. Infinity does not imply symmetry, let alone isotropy. An entity can be infinite to its “left” – and bounded on its right. Moreover, finiteness can exist where no boundaries can. Take a sphere: it is finite, yet we can continue
"To infinity and beyond!" the famous quote by Buzz Lightyear. But there may be a problem with this famous saying. Is there really anything beyond infinity? Is it even possible? What about when you were a little kid and you fought with one of your friends, "I have infinity points!" "Well, I have infinity plus one points!" "I have infinity times two points!" But are these possible? What is infinity plus one? Or infinity times two? These questions are hard to contemplate but the definition of infinity
The Awful Majesty that Is War Tim O’Brien states in his novel The Things They Carried, “The truths are contradictory. It can be argued, for instance, that war is grotesque. But in truth war is also beauty. For all its horror, you can’t help but gape at the awful majesty of combat” (77). This profound statement captures not only his perspective of war from his experience in Vietnam but a collective truth about war across the ages. It is not called the art of combat without reason: this truth transcends
Psychology in Modern Drama and Buchner's Woyzeck When reading the play Woyzeck by Georg Buchner, one must be willing to delve deep into the surreal as well as the confusing and even uncomfortable. The play hinges upon psychology and the fact (one of the few facts found in the play, even) that the main character of the play (Woyzeck) has obvious psychological problems that none of the other characters seem to pay attention to. Psychology is a constant theme in modern drama, and Buchner seems