Friday, January 31, 2020

Helen Essay Example for Free

Helen Essay 1. Helen’s responsibilities to each of the following groups: a. The Accounting   Department and the University –Helen’s responsibility to the Accounting   Department and the University is to uphold honour and pride. Every student is an emissary and a reflection of his or her alma mater. b. Other students in the class and in the department- Helen’s responsibility to the other students in the class and in the department is to encourage truthfulness. Being one of the top students, it is inevitable for the other students and the department to look up to her. c. Big Apple LLC-Helen’s responsibility to the Big Apple LLC is to uphold integrity, trust and loyalty. The accounting firm invited her to join them with the intention and hope to hire the best and well-suited person for the job. d. The professor of Accounting 544- Helen’s responsibility to the professor of Accounting 544 is to maintain credibility and respect to his teachings. e. Her bestfriend- Helen’s responsibility to her bestfriend is to promote trustworthiness. Someone who cannot be trusted with little cannot be trusted with much. f. Herself- Helen’s responsibility to herself is to defend her integrity. Cheating is simply a deception of one’s self. 2. From an integrity perspective, Helen should walk away from the opportunity to take a copy of the final exam from the professor’s mailbox.   Because once she gets caught, she might end up not graduating at all aside from totally losing her summa cum laude standing. In other words, she will get expelled. However, if she doesn’t get caught, she might repeat again this mistake and ruining her integrity and somehow degrading her dignity as an accountant. 3. If I were Helen and I have a goal of qualifying for summa cum laude, I would reconsider my priorities and curb time for some things that would not contribute to the attainment of my goal. I would rather consult my professors should I have a hard time dealing with my courses. I would devote more time to studying so as not to compromise the ethics that I stick by. 4. Assuming that the Empire State University provides a $5,000 award to all students who graduate summa cum laude, I will stand by my decision to uphold integrity. Because integrity is not something that you do today and forget tomorrow should the circumstances change. Integrity is the code of value that you stick by. Integrity is who you are no matter what. 5. There should be a consequence for the student who provided the exam to Helen. Because the very act of getting the exam from the professor’s mailbox is stealing and cheating. 6. Should the Empire State University have an honor code my answer would be the same. Because I personally believe in integrity and as I’ve said in my previous answer (number 4) integrity is not something that you do today and forget tomorrow should the circumstances change. 7. As a fellow student in Accounting 544 with Helen, I might feel cheated on and disappointed if I found out about what she did. I might feel that way because I could have been doing things truthfully, looking up to her, and believing that she has done things honestly to get the highest academic honor only to find out that it should not be hers. It would simply be unfair to the class,disrespect to the professor, dishonour to the university, and unethical to accounting.

Thursday, January 23, 2020

The Neo-Kantians and the Logicist Definition of Number :: Mathematics Math Mathematical Papers

The Neo-Kantians and the 'Logicist' Definition of Number ABSTRACT: The publication of Russell's The Principles of Mathematics (1903) and Couturat's Les principes des mathematiques (1905) incited several prominent neo-Kantians to make up their mind about the logicist program. In this paper, I shall discuss the critiques presented by the following neo-Kantians: Paul Natorp, Ernst Cassirer and Jonas Cohn. They argued that Russell's attempt to deduce the number concept from the class concept is a petitio principii. Russell replied that the sense in which every object is 'one' must be distinguished from the sense in which 'one' is a number. I claim that Russell was wrong in dismissing the neo-Kantian argument as an elementary logical error. To accept Russell's distinction would be to accept at least part of Russell's logicist program. The expression 'a class with one member' would presuppose the number 'one' only if one simultaneously accepted the analysis which mathematical logic provides for it (the class u has one member when u is not null a nd 'x and y are us' implies 'x and y are identical'). My point is that the aforementioned analysis provided by mathematical logic was something that the neo-Kantians were not ready to accept. Although Frege published the first informal exposition of his 'logicist' programme in Die Grundlagen der Arithmetik (1884), his thesis that all mathematics follows from logic was almost completely neglected in Germany for a long time. Frege remained an isolated figure whose works were either strongly criticised or completely neglected by German philosophers. Frege's ideas started to have an impact in Germany only in the first decade of the twentieth century. In particular, the publication of Bertand Russell's The Principles of Mathematics (1903) and Louis Couturat's Les principes des mathà ©matiques (1905) incited several prominent German philosophers to state their opinion about mathematical logic and the logicist programme. In this paper I shall discuss how the neo-Kantians Paul Natorp (1854-1924), Ernst Cassirer (1874-1945) and Jonas Cohn (1869-1947) criticised Russell's and Frege's theories of number. The study of their criticism will also throw some light on the historical orig ins of the current situation in philosophy, that is, on the split between analytic and Continental philosophy. 1. The 'logicist' definition of number as a class of classes According to Russell, the goal of the logicist programme is to show that all pure mathematics deals exclusively with concepts definable in terms of a very small number of fundamental logical concepts, and that all its propositions are deducible from a very small number of fundamental logical principles (Russell 1903: v). The Neo-Kantians and the 'Logicist' Definition of Number :: Mathematics Math Mathematical Papers The Neo-Kantians and the 'Logicist' Definition of Number ABSTRACT: The publication of Russell's The Principles of Mathematics (1903) and Couturat's Les principes des mathematiques (1905) incited several prominent neo-Kantians to make up their mind about the logicist program. In this paper, I shall discuss the critiques presented by the following neo-Kantians: Paul Natorp, Ernst Cassirer and Jonas Cohn. They argued that Russell's attempt to deduce the number concept from the class concept is a petitio principii. Russell replied that the sense in which every object is 'one' must be distinguished from the sense in which 'one' is a number. I claim that Russell was wrong in dismissing the neo-Kantian argument as an elementary logical error. To accept Russell's distinction would be to accept at least part of Russell's logicist program. The expression 'a class with one member' would presuppose the number 'one' only if one simultaneously accepted the analysis which mathematical logic provides for it (the class u has one member when u is not null a nd 'x and y are us' implies 'x and y are identical'). My point is that the aforementioned analysis provided by mathematical logic was something that the neo-Kantians were not ready to accept. Although Frege published the first informal exposition of his 'logicist' programme in Die Grundlagen der Arithmetik (1884), his thesis that all mathematics follows from logic was almost completely neglected in Germany for a long time. Frege remained an isolated figure whose works were either strongly criticised or completely neglected by German philosophers. Frege's ideas started to have an impact in Germany only in the first decade of the twentieth century. In particular, the publication of Bertand Russell's The Principles of Mathematics (1903) and Louis Couturat's Les principes des mathà ©matiques (1905) incited several prominent German philosophers to state their opinion about mathematical logic and the logicist programme. In this paper I shall discuss how the neo-Kantians Paul Natorp (1854-1924), Ernst Cassirer (1874-1945) and Jonas Cohn (1869-1947) criticised Russell's and Frege's theories of number. The study of their criticism will also throw some light on the historical orig ins of the current situation in philosophy, that is, on the split between analytic and Continental philosophy. 1. The 'logicist' definition of number as a class of classes According to Russell, the goal of the logicist programme is to show that all pure mathematics deals exclusively with concepts definable in terms of a very small number of fundamental logical concepts, and that all its propositions are deducible from a very small number of fundamental logical principles (Russell 1903: v).

Wednesday, January 15, 2020

Shc 31 1.1 1.2

SHC 311. 11. 2 Communication 1. 1 Communication is an integral part of everyday life, especially for children, Who may not be able to vocalise their needs, and be able to carry out their Own basic needs, there are many reasons for communication and these include: Expressing basic needs and requirements Expressing distress, discomfort To inform others of situations For safety Communication can also provide reassurance and comfort, it can help to diffuse situations, and it is also used to offer encouragement. 1. 2 Communication effects relationships, in a positive way it can build trust and attachments.Children in my care range in ages from a new-born, to age 10, and with the range of ages comes a range of communication skills. The new born uses his cry as a main form of communication, to indicate his need to be fed, changed, winded, or just in need of a cuddle. His cry can be different for each need, and will increase in intensity should his needs not be met. A toddler that is beginni ng to learn words, may use pointing to communicate needs and Desires, but will possibly still revert to crying in moments of distress.An older child with full vocal skills may choose not to always use words to communicate They may at times use less obvious methods such as moods, and behaviour, these are usually used in times of distress. Just as when communicating with adults the written word can be used, a child may use drawings or role play. Tears can be used to communicate both sadness and happiness. It is important to remember that communication does not always come in obvious forms, and when dealing with children it will come in a wide variety of forms, and it is also important to communicate to them reassurance and support on a continuous basis.

Monday, January 6, 2020

Ralph Waldo Emersons Theory Of Transcendentalism

Why fit in when you were born to stand out this quote was written by Dr. Suess and is an example of self reliance. In the transcendentalist era the whole idea of transcendentalism was self reliance, and having relationships with nature and spiritual wealth. For example Emerson wrote an essay called Self-Reliance talking about self reliance and people taking care of themselves instead of trusting other people to help. In the transcendentalist era during the 1800s in America, people relied on themselves and had relationships with things besides just people like nature for example. Ralph Waldo Emerson was known as the Father of Transcendentalism and wrote essays about individualism, and nature. Another important figure during this era†¦show more content†¦Thoreau lived by transcendentalism because he went into the nature at Walden Pond and lived in a small cabin for 2 years studying nature. While he was in nature he reduced his meals and what he did for the day. He studied natu re during all the seasons and explained what it was like in his essay. So he showed that the longer he stayed there the more appreciative he was for nature and he was just by himself so he also showed self reliance. Emerson and Thoreau in their lives showed that they are self reliant and they loved nature. I agree with them and Im both self reliant and I love nature just like them. Transcendentalism beliefs relates to me because I believe in self reliance but not all the time cause I know if I cant handle something by myself then I will get help from someone I can trust. Some of the Americans today dont have the same beliefs because now theres not as many people that believe in that belief because they want to get help all the time. Transcendentalism relates to me because I do believe in self reliance because I dont want to ask for help if I dont need it, but Ill know when I need help and then Ill ask for it. I believe in self reliance cause I was taught while growing up that you can ask for help but I should try figuring it out and doing it first before i ask for help. Americans today arent into the self reliance belief as much anymore because they want help a lot more than they did during the transcendentalist eraShow MoreRelatedRalph Waldo Emerson And Emersons Theory Of Transcendentalism865 Words   |  4 Pagesmovement called transcendentalism led by Ralph Waldo Emerson, and other famous figures in history such as Henry David Thoreau, Walt Whitman, and Emily Dickinson. Emerson discusses society, and individuals, and how they relate to the idea of self-reliance. He also recounts the business, religious, government, and family implications of this concept. Through his use of vivid language, Emerson develops his unique world view and explains the theory of self-reliance. 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