# Analytical Essays The Diary Of Anne Frank

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THE DIARY of ANNE FRANK - Summary I Draw My Life

The students make an emotional connection to Anne Frank. She does fund the Anne frank lady to come and mails letters. She also gets local acclaim for her methods. The students get to meet the lady that house Anne Frank. The teacher always followed through on anything the said what they were going to do. The students in the class learn about. These people were similar in the way that they lived the same schedule every day. Anne and the other Jews relied on their helpers, who risked their lives willingly, to provide food and other human necessities. Annelies Marie Frank was born on June 12, in Frankfurt, Germany where her family lived at the time. Anne was born Jewish. Her mother, Edith, and her father, Otto, had another daughter, Margot, born in They lived in the first two floors on the right half.

With help from their housekeeper, Kathi Stilgenbauer, Edith took care of her precious, colicky baby with some. The holocaust was the mass extermination of jews during the rule of the Nazi party. Home Page Anne Frank. Free Anne Frank Essays and Papers. Satisfactory Essays. Page 1 of 50 - About essays. Powerful Essays. The Story of Anne Frank. Anne Frank Essay Words 3 Pages. Anne Frank Essay. Good Essays. Anne Frank Analysis Words 2 Pages. Anne Frank Analysis. Essay On Anne Frank. Analysis Of Anne Frank. The former argues for two different types of meaning and descriptivism.

In Foundations and "The Thought", Frege argues for Platonism against psychologism or formalism , concerning numbers and propositions respectively. Russell's paradox undermined the logicist project by showing Frege's Basic Law V in the Foundations to be false. His father Carl Karl Alexander Frege — was the co-founder and headmaster of a girls' high school until his death. In childhood, Frege encountered philosophies that would guide his future scientific career.

Frege matriculated at the University of Jena in the spring of as a citizen of the North German Confederation. In the four semesters of his studies he attended approximately twenty courses of lectures, most of them on mathematics and physics. His most important teacher was Ernst Karl Abbe —; physicist, mathematician, and inventor. Abbe gave lectures on theory of gravity, galvanism and electrodynamics, complex analysis theory of functions of a complex variable, applications of physics, selected divisions of mechanics, and mechanics of solids. Abbe was more than a teacher to Frege: he was a trusted friend, and, as director of the optical manufacturer Carl Zeiss AG, he was in a position to advance Frege's career.

After Frege's graduation, they came into closer correspondence. His other notable university teachers were Christian Philipp Karl Snell —86; subjects: use of infinitesimal analysis in geometry, analytic geometry of planes , analytical mechanics, optics, physical foundations of mechanics ; Hermann Karl Julius Traugott Schaeffer —; analytic geometry, applied physics, algebraic analysis, on the telegraph and other electronic machines ; and the philosopher Kuno Fischer —; Kantian and critical philosophy. Many of the philosophical doctrines of the mature Frege have parallels in Lotze; it has been the subject of scholarly debate whether or not there was a direct influence on Frege's views arising from his attending Lotze's lectures. Though his education and early mathematical work focused primarily on geometry, Frege's work soon turned to logic.

The Begriffsschrift broke new ground, including a rigorous treatment of the ideas of functions and variables. Frege's goal was to show that mathematics grows out of logic , and in so doing, he devised techniques that took him far beyond the Aristotelian syllogistic and Stoic propositional logic that had come down to him in the logical tradition. In effect, Frege invented axiomatic predicate logic , in large part thanks to his invention of quantified variables , which eventually became ubiquitous in mathematics and logic, and which solved the problem of multiple generality. Previous logic had dealt with the logical constants and , or , if A frequently noted example is that Aristotle's logic is unable to represent mathematical statements like Euclid's theorem , a fundamental statement of number theory that there are an infinite number of prime numbers.

Frege's "conceptual notation", however, can represent such inferences. One of Frege's stated purposes was to isolate genuinely logical principles of inference, so that in the proper representation of mathematical proof, one would at no point appeal to "intuition". If there was an intuitive element, it was to be isolated and represented separately as an axiom: from there on, the proof was to be purely logical and without gaps. Having exhibited this possibility, Frege's larger purpose was to defend the view that arithmetic is a branch of logic, a view known as logicism : unlike geometry, arithmetic was to be shown to have no basis in "intuition", and no need for non-logical axioms. Already in the Begriffsschrift important preliminary theorems, for example, a generalized form of law of trichotomy , were derived within what Frege understood to be pure logic.

This idea was formulated in non-symbolic terms in his The Foundations of Arithmetic Die Grundlagen der Arithmetik , Most of these axioms were carried over from his Begriffsschrift , though not without some significant changes. The crucial case of the law may be formulated in modern notation as follows. The case is special because what is here being called the extension of a predicate, or a set, is only one type of "value-range" of a function.

In a famous episode, Bertrand Russell wrote to Frege, just as Vol. It is easy to define the relation of membership of a set or extension in Frege's system; Russell then drew attention to "the set of things x that are such that x is not a member of x ". The system of the Grundgesetze entails that the set thus characterised both is and is not a member of itself, and is thus inconsistent. Frege wrote a hasty, last-minute Appendix to Vol. Frege opened the Appendix with the exceptionally honest comment: "Hardly anything more unfortunate can befall a scientific writer than to have one of the foundations of his edifice shaken after the work is finished.

This was the position I was placed in by a letter of Mr. Bertrand Russell, just when the printing of this volume was nearing its completion. Frege's proposed remedy was subsequently shown to imply that there is but one object in the universe of discourse , and hence is worthless indeed, this would make for a contradiction in Frege's system if he had axiomatized the idea, fundamental to his discussion, that the True and the False are distinct objects; see, for example, Dummett , but recent work has shown that much of the program of the Grundgesetze might be salvaged in other ways:. Frege's work in logic had little international attention until when Russell wrote an appendix to The Principles of Mathematics stating his differences with Frege.

The diagrammatic notation that Frege used had no antecedents and has had no imitators since. Moreover, until Russell and Whitehead's Principia Mathematica 3 vols. Frege's logical ideas nevertheless spread through the writings of his student Rudolf Carnap — and other admirers, particularly Bertrand Russell and Ludwig Wittgenstein — Frege is one of the founders of analytic philosophy , whose work on logic and language gave rise to the linguistic turn in philosophy.

His contributions to the philosophy of language include:. As a philosopher of mathematics, Frege attacked the psychologistic appeal to mental explanations of the content of judgment of the meaning of sentences. His original purpose was very far from answering general questions about meaning; instead, he devised his logic to explore the foundations of arithmetic, undertaking to answer questions such as "What is a number?

It should be kept in mind that Frege was a mathematician, not a philosopher, and he published his philosophical papers in scholarly journals that often were hard to access outside of the German-speaking world. He never published a philosophical monograph other than The Foundations of Arithmetic , much of which was mathematical in content, and the first collections of his writings appeared only after World War II. A volume of English translations of Frege's philosophical essays first appeared in , edited by students of Wittgenstein, Peter Geach — and Max Black —88 , with the bibliographic assistance of Wittgenstein see Geach, ed.

Despite the generous praise of Russell and Wittgenstein, Frege was little known as a philosopher during his lifetime. His ideas spread chiefly through those he influenced, such as Russell, Wittgenstein, and Carnap, and through work on logic and semantics by Polish logicians. While conventional accounts of meaning took expressions to have just one feature reference , Frege introduced the view that expressions have two different aspects of significance: their sense and their reference. Reference or "Bedeutung" applied to proper names , where a given expression say the expression "Tom" simply refers to the entity bearing the name the person named Tom.

Frege also held that propositions had a referential relationship with their truth-value in other words, a statement "refers" to the truth-value it takes. By contrast, the sense or "Sinn" associated with a complete sentence is the thought it expresses. The sense of an expression is said to be the "mode of presentation" of the item referred to, and there can be multiple modes of representation for the same referent. But the sense of the word "Wales" is a part of the sense of the latter expression, but no part of the sense of the "full name" of Prince Charles. These distinctions were disputed by Bertrand Russell, especially in his paper " On Denoting "; the controversy has continued into the present, fueled especially by Saul Kripke 's famous lectures " Naming and Necessity ".

Frege's published philosophical writings were of a very technical nature and divorced from practical issues, so much so that Frege scholar Dummett expresses his "shock to discover, while reading Frege's diary, that his hero was an anti-Semite. In the last year of his life, at the age of 76, his diary contained political opinions opposing the parliamentary system, democrats, liberals, Catholics, the French and Jews, who he thought ought to be deprived of political rights and, preferably, expelled from Germany. Some interpretations have been written about that time. Frege had friendly relations with Jews in real life: among his students was Gershom Scholem , [28] [29] who greatly valued his teaching, and it was he who encouraged Ludwig Wittgenstein to leave for England in order to study with Bertrand Russell.

Frege was described by his students as a highly introverted person, seldom entering into dialogues with others and mostly facing the blackboard while lecturing. He was, however, known to occasionally show wit and even bitter sarcasm during his classes. Begriffsschrift: eine der arithmetischen nachgebildete Formelsprache des reinen Denkens , Halle an der Saale: Verlag von Louis Nebert online version. Logical Investigations — Frege intended that the following three papers be published together in a book titled Logische Untersuchungen Logical Investigations.

Though the German book never appeared, the papers were published together in Logische Untersuchungen , ed. Peter Geach, Blackwell, From Wikipedia, the free encyclopedia. German philosopher, logician, and mathematician. Not to be confused with Gottlob Frick. Leibniz , Bernard Bolzano [14].

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