`Hitler Became Chancellor in January 1933 Because He Was...

`Hitler became Chancellor in January 1933 because he was leader of the most popular party in Germany. ` How far do you agree with this judgement? The Nazi party was slowly making its ascent into the whirlwind world of politics; at first glance they appeared to be making no progress, due to this they were paid very little attention. The government’s negligence of the party allowed them to grow gradually and undetected. Although their popularity contributed to Hitler`s appointment as Chancellor, it can be argued that there were more dominant factors that assisted Hitler in his rise to power. The prematurity of the government is often seen as the underlying factor; however some historians argue that the actions of Hindenburg, Von Papen and†¦show more content†¦The depression caused a fear of communist uprising, but the Nazis very quickly swooped in and diffused the ‘communist bomb’. The parties popularity prior to the depression was not great, but once the depression became more apparent, so did there power. Hitler was able to take advantage of a country that was emotionally, politically and socially unstable. Besides the depression the Nazi use of fear tactics was another reason as to why they gained so many supporters. The people were afraid of the SA and their enforcement of violence upon anybody who dared oppose the German ideology. The depression, combined with fear assisted Hitler in his appointment to chancellor in 1933. For many Germans, Hitler was the light at the end of the tunnel, his policies appeared to be in the best interest of the people. He gave the people something to hold on to, something to believe in. his followers always felt as if they were part of something. He illustrated himself as being the only hope the country had, ``unsere letter hoffnung``. The nazis had successfully portrayed themselves as the only party that appealed to the nation, the people had no other choice but to turn to extremism. They no longer had a trustable government and the popularity of the Nazi`s appealed to them more than a turbulent government did. Although the government had made its own promises to the people, its previous blunders made them untrustworthy in the eyes of the Germans. The signing of the treaty of

A Arranged Marriage - 1992 Words

Humans, regardless of their location in the world have many aspects of their lives that are similar to one another. From daily life to traditions humans share a lot of attributes with one another in which they do not realize. One of the greatest parts of life would be finding a person out in the world that you are privileged to spend the rest of your life with. An equal half to you, someone who bares all the grueling and breath taking moments that life has planned. The practice of marriage has been around since the earliest civilizations. To this day still continues just as strong. However the possibility of finding the potential other person to spend the rest of your life can find you or can be found through an outside connection. As a result of modern social constructs and the methodology of traditional arranged marriages, they do not possess the marital requirements essential to succeed in the western culture. An arranged marriage can be defined as the union of two individuals to be married, brought together by a third party individual outside of the relationship. Throughout the course of history, arranged marriages have had a substantial role in shaping it, originally dating back centuries before and were considered a common practice around the majority of cultures. Marriage, for example in Hinduism is considered a coming together of two souls, and the longevity of it can extend into their next lives. In addition, it is also seen as a dharma meaning a mandatoryShow MoreRelatedThe Marriage Of Arranged Marriage1619 Words   |  7 Pagesexpectations. Should this be the way to go about marriage, or does this hinder a person’s ability to live for themselves? In India alone, around 90% of marriages are arranged by their families (CNN). They would choose who ever they believe would best fit the person, but not necessarily love them (Queano). Although arranged marriage is a custom in many countries, is it the right thing to do? People deserve the right to choose for themselves whom they will marry. Marriage is about love and finding the right personRead MoreThe Marriage Of Arranged Marriage1666 Words   |  7 Pageswife? That is how arranged marriages work, someone else choses your spouse for you. We are now living in a generation where we are highly influenced by what we see in the media. Cultures that practice arranged marriage are now shifting toward the Western norms of marriage. Many people are not familiar with arranged marriages and come to judge to quickly without having any knowledge on the topic. Arranged marriage is a marriage that is organized by two families for the marriage of their son or daughterRead MoreThe Marriage Of Arranged Marriage1895 Words   |  8 Pages Arranged marriage is a form of marital union in which family members or matchmakers select spouses for someone based on cultural background, financial status, dietary habits, religion and other key factors. This type of marriage is mostly practiced in the Middle East, South East Asia, Africa and some South American countries. In contrast, love marriage (free will) is a form of marriage that is used in countries that practice arranged marriages to define a marriage in which partners are allowedRead More Arranged Marriages Essay1105 Words   |  5 Pages Arranged Marriages What is an arranged marriage? Well in the Webster’s dictionary it is defined as a marriage where the marital partners are chosen by others based on considerations other than the pre-existing mutual attraction of the partners. This habit has been very common in noble families, especially in reigning ones, at the scope of combining and perhaps enforcing the respective strengths of originary families (and kingdoms) of the spouses. A relevant part of history has been influencedRead MoreArranged Marriages And Love Marriages1617 Words   |  7 PagesEnglish 1A 5 May 2015 Arranged Marriage: In the broadest sense, marriages have been divided into two general categories; arranged marriages and love marriages. As the name implies, an arranged marriage is defined as a marriage where the bride and groom are exclusively selected by a third party (usually their parents), while in a love marriage, people choose their marital partners based on their feelings or attraction for one another. In America and Western Europe, marriages based on love, have dominatedRead MoreArranged Marriage : A Type Of Marriage1216 Words   |  5 PagesThe definition of an Arranged Marriage is; a type of marriage that is established before a lengthy relationship. To make the definition more clear, it is the opposite of a love marriage. Typically in a love marriage, the final step in the relationship is marriage. That is not the case in an arranged marriage. One of the first steps besides meeting your new spouse, is getting married. The main factor of an arranged marriage are the parents. The parents a re what makes the marriage possible because theyRead MoreA Study On Arranged Marriages1715 Words   |  7 PagesProfessor Berger Research Paper Core 7 Arranged Marriages Cultures and countries around the world have differing views on many topics such as whether or not babies should be baptized, vaccinations, abortion and marriages. One topic that has been of controversy and is viewed differently in many countries is marriage and whether or not arranged marriages are better than love marriages. There are several different reasons why people in India believe that arranged marriages are the best; likewise, people inRead MoreEssay on Arranged Marriages786 Words   |  4 Pagescomes to mind when you hear the words arranged marriage? I am sure a happy, respectful, loving relationship was not what popped into your mind. Arrange marriages are a complex subject, and the concept is perceived as a human rights issue where individuals loose the right to freedom of choice. In saying that, my initial opinion of an arranged marriage was not held in high regard. However, after being introduced to someone who is in the process of an arranged marriage; and conductin g my own research; myRead MoreAre Arranged Marriages and Forced Marriages Unethical1550 Words   |  7 PagesAre Arranged Marriages and Forced Marriages Unethical? Would you consider having your marriage forced or arranged to a person you never met or seen before? Most probably no, but this is happening to many young females and males all over the world. Arranged and forced marriages have been a heated debate in certain cultures, justifying whether it is good or bad it’s hard to judge. There have however also been many changes to these traditions in contemporary society, regarding culture clashing. ResearchingRead MoreThe Procedure Of Arranged Marriages2654 Words   |  11 Pagesprocedures in which a person goes through in arranged marriages. We must first understand what arrange marriages is, its procedures and its traditions before we can talk about love marriages in comparison to it. Love marriages are marriages that are done based on love and individuals often know enough about their mate they are getting married to. My main focus in this paper is about arranged marriages in India and what individuals go through in this type of marr iage. Growing up I always knew that when one

Tddc17 †Lab 2 Search Free Essays

TDDC17 - ­? Lab 3 Part 2 Q5 P (Meltdown) = 0,02578 P(Meltdown | Ica weather) = 0. 03472 b)   Suppose that both warning sensors indicate failure. What is the risk of a meltdown in that case? Compare this result with the risk of a melt- ­? down when there is an actual pump failure and water leak. We will write a custom essay sample on Tddc17 – Lab 2 Search or any similar topic only for you Order Now What is the difference? The answers must be expressed as conditional probabilities of the observed variables, P(Meltdown|†¦ ). P(Meltdown | PumpFailureWarning, WaterLeakWarning) = 0,14535 P (Meltdown | PumpFailure, WaterLeak) = 0,2 c)   The conditional robabilities for the stochastic variables are often estimated by repeated experiments or observations. Why is it sometimes very difficult to get accurate numbers for these? What conditional probabilites in the model of the plant do you think are difficult or impossible to estimate? a) What is the risk of melt- ­? down in the power plant during a day if no observations have been made? What if there is icy weather? It is hard to fully understand all possible factors that can effect or trigger an event and how they interact with each other. Observations are always a description of the past and is not always accurate in forecasting the future. E. g. Icy weather is not a thing you can measure and span over a wide range of weather conditions including combinations of precipitation, wind and temperature. d)   Assume that the â€Å"IcyWeather† variable is changed to a more accurate â€Å"Temperature† variable instead (don’t change your model). What are the different alternatives for the domain of this variable? What will happen with the robability distribution of P(WaterLeak | Temperature) in each alternative? The domain decreases in size of possible states as for example precipitation and wind is no longer a part of the estimations. The temperature will be represented as an absolute number or intervals, instead of just true or false. Resulting in a lot more defining of the probabilities of the child nodes with aspect to each value/interval of temperature. Q6 a) What does a probability table in a Bayes ian network represent? The probability table shows the probability for all states of the node given the states of the parent nodes. b)   What is a joint probability distribution? Using the chain rule on the structure of the Bayesian network to rewrite the joint distribution as a product of P(child|parent) expressions, calculate manually the particular entry in the joint distribution of P(Meltdown=F, PumpFailureWarning=F, PumpFailure=F, WaterLeakWaring=F, WaterLeak=F, IcyWeather=F). Is this a common state for the nuclear plant to be in? Kedjeregeln ger foljanade: P(alla ar falska) = P(ICYWEATHER) * P(PUMPFAILURE) * P(PW | PUMPFAILURE) * P(MELTDOWN| PUMPFAILURE, WL) * P(WL | ICYWEATHER) * P(WATERLEAKW | WL) = 0,95 * 0,9 * 0,95 * 1 * 0,9 * 0,95 = 0,69 Ja, detta ar ett vanligt tillstand. c)   What is the probability of a meltdown if you know that there is both a water leak and a pump failure? Would knowing the state of any other variable matter? Explain your reasoning! P(Meltdown | PumpFailure, WaterLeak ) = 0,8. No other variables matter. When all the parents values are observed they alone determine the child value. ) Calculate manually the probability of a meltdown when you happen to know that PumpFailureWarning=F, WaterLeak=F, WaterLeakWarning=F and IcyWeather=F but you are not really sure about a pump failure. P(Meltdown = T | PUMPFAILURE osaker, resten falska )= P(ICYWEATHER) * P(WL | ICYWEATHER) * P(WATERLEAKW | WATERLEAK)* [P(PUMPFAILURE=T) * P(PW | PUMPFAILURE=T) * P(MELTDOWN=T | PUMPFAILURE=T,WL) + P(PUMPFAILURE=F) * P(PW | PUMPFAILUR E=F) * P(MELTDOWN=T | PUMPFAILURE=F,WL)] = 0,95 * 0,9 * 0,95 * (0,1 * 0,1 * 0,16 + 0,9 * 0,95 * 0,01) = 0,008 (1) P(MELTDOWN=F | PUMPFAILURE osaker, resten falska)=P(ICYWEATHER) * P(WL | ICYWEATHER) * P(WATERLEAKW | WL)* [P(PUMPFAILURE=T) * P(PW | PUMPFAILURE=T) * P(MELTDOWN=F | PUMPFAILURE=T,WL) @+ P(PUMPFAILURE=F) * P(PW | PUMPFAILURE=F) * P(MELTDOWN=F | PUMPFAILURE=F,WL)] = 0,95 * 0,9 * 0,95 * (0,1 * 0,1 * 0,84 + 0,9 * 0,95 * 0,99) =0,694 (2) (1) och (2) =; alfa = 1 / (0,008 + 0,69) = 1,42 0,008 * 1,42 = 0,012 0,694 * 1,42 = 0,988 Part 3 During the lunch break, the owner tries to show off for his employees by demonstrating the many features of his car stereo. To everyone’s disappointment, it doesn’t work. How did the owner’s chances of urviving the day change after this observation? Without knowing whether the radio is working or not, the probability of him surviving is 0,99001. If the radio is not working the probability is 0,98116. How   does the bicycle change the owner’s chances of survival? With the bicycle the probability of surviving is 0. 99505. Small inc rease. It   is possible to model any function in propositional logic with Bayesian Networks. What does this fact say about the complexity of exact inference in Bayesian Networks? What alternatives are there to exact inference? Yes but it might be complex and you might sometimes have to add new nodes. For example if you want to model an OR-relationship you have to add a new node with truthtable probabilities that match. An alternative to exat inference is probabilistic indifference. Things might not always be true or false with a predefined probability. With probabilistic inference yuou can reuse a full joint distribution as the â€Å"knowledge base† Part 4 Changes in graph Mr. H-S sleeping ( T = 0. 3, F = 0. 7) Mr HS reacts in a competent way: WaterleakWarn. Pumpfailurewarning Mr HS sleeping T T T T F F F F T T F F T T F F T F T F T F T F T 0. 0 0. 8 0. 0 0. 7 0. 0 0. 7 0. 0 0. 0 P(Survives | Meltdown, Mr HS reacts) incresing 9% (0. 9) The   owner had an idea that instead of employing a safety person, to replace the pump with a better one. Is it possible, in your model, to compensate for the lack of Mr H. S. ‘s expertise with a better pump? Yes, by increasing the probability of the pump not failing with 0. 05. The chance of survival increases to 0. 99713 Mr   H. S. fell asleep on one of the plant’s couches. When he wakes up he hears someone scream: â€Å"There is one or more warning signals beeping in your control room! â€Å". Mr H. S. realizes that he does not have time to fix the error before it is to late (we can assume that he wasn’t in the control room at ll). What is the chance of survival for Mr H. S. if he has a car with the same properties as the owner? (notice that this question involves a disjunction which can not be answered by querying the network as is) Clarification:Maybe something could be added to or modified in the network. By adding a new node called warning, which represents the OR-relationship of WaterLeakWarning and PumpFailureWarning, i. e. Warning is true if WaterLeakWarning is true or if PumpFailureWarning is true or if They are both true and is false if they are both false. P(survives) = 0. 98897 if Warning is observed true. What   unrealistic assumptions o you make when creating a Bayesian Netwo rk model of a person? That a persons actions are predictable and that he never gains more experience as time passes, which would effect the probabilities of his actions. Describe how you would model a more dynamic world where for example the â€Å"IcyWeather† is more likely to be true the next day if it was true the day before. You only have to consider a limited sequence of days. By adding nodes representing the weather of the previous days. E. g. one node representing the day before, one bubble representing the day before that and so on†¦ Tommy Oldeback, tomol475 Emma Ljungberg, emmlj959 How to cite Tddc17 – Lab 2 Search, Essay examples