Ron Kirshner vs.Flash Essay Example | Topics and Well Written Essays - 1000 words - 1

Ron Kirshner vs.Flash - Essay Example of the Bozapalooza but he told Kirshner that an SnS reunion concert was out of the question due to differences between Flash and fellow SnS member Axl. Flash made it clear that because of past arguments he would not perform on stage with Axl. These negotiations occurred in September. Flash also indicated that he would go to Thailand and therefore could not be reached for the time being. Flash informed Kirshner that he would be gone from Sept 23 to October 22; during that period he would be incommunicado. Kirshner sent a letter on September 21, via regular mail, stipulating their agreements. It arrived September 24 or after Flash had already left for his overseas trip. When Flash returned from his trip he was surprised to learn that he would be performing with Axl at the Bozapalooza against his express wishes. Kirshner informed him that because Flash could not be reached, he went ahead and booked the concert with Axl. Hence Flash wants to know if he is legally obligated to perform at the concert. A contract requires a meeting of minds between the parties involved. There must be an offer from one party and an acceptance of that offer on the part of the other party. In the present case, there appears to be a reciprocal obligation between Kirshner and Flash. There was an offer by Kirshner for Flash to perform at the Bozapalooza in exchange for a sum certain in money. Kirshner, as promissor, showed a willingness to be legally bound by the terms he specified in a way that would lead a reasonable person in the position of Flash to understand that an acceptance is being sought and, if made, would result in an enforceable contract. Now, an important matter to consider is what the stipulation of the contract was. On September 1, Ron made an initial offer involving an SnS reunion concert at Bozapalooza. The response of Flash was a counter-offer stating that while he was willing to perform at Bozapalooza, he would not perform with Axl. Negotiations resumed on September

Cross-cultural business issues Coursework Example | Topics and Well Written Essays - 750 words

Cross-cultural business issues - Coursework Example Most of them concentrate more on basic commodities, and luxuries such as extra hard engines may have a poor market penetration. The national language is Chinese, and very few people understand English. This makes communication between the marketers and the Chinese nationals difficult. Translations from English to Chinese may lose some of the intended meaning and impact (Emery and Tian, 2010). Chinese people have a slow decision making and response tradition. They have to scrutinize every detail before making their judgment. The marketers take long before getting the response, which slows down the marketing process. Gender differences are experienced in china. Men are regarded as social figures of authority, influence, and respect. Male marketers are therefore more effective than female counterparts. Social relationships (Guanxi) are family ties, relationships with strangers, and relationships with familiar people. Marketers will be regarded as strangers at first. The Chinese people h ave little ties with strangers, and may fail to communicate with them. This will hamper effective marketing for the engines. However, these ties may improve with time when the two parties become more familiar with each other. Cross-cultural communication refers to the use of language during marketing. In china, the Chinese language is dominant, and a larger percentage of the population does not understand English. The marketing staff has to engage the Chinese in word of mouth. This occurs during discussions for customer expectations, satisfaction, and product quality. English marketers may fail to explain all engine qualities or collect all expectations from the customers. Translators are required, which increases the marketing cost and the process may take longer. Marketing also requires advertisements through billboards, television, radio, internet, and newspapers. The advertisements are in Chinese language or a combination of both. Translations from English to Chinese lose some o f the intended meaning affecting the impact of the products on the consumers. The locals have to develop friendship with foreigners before they interact with them according to guanxi. Cultivating these relationships may involve dining with them or attending their social gatherings. This prolongs the marketing period (Emery and Tian, 2010). Ethnocentrism refers to reluctance to accept foreign goods. The Chinese people are reluctant to accept foreign goods, and the company requires promotions, marketing slogans, and staff training. Slogans used should not conflict with their beliefs. Staff training helps the marketers understand the culture of the locals to avoid conflicts due to different perceptions. Female marketers have to engage with the male citizens differently compared to the male marketers. Effective communication requires empathy. The two parties must try to understand each other’s ideas, feelings, and experiences. The Chinese people may be reluctant to share their id eas, expectations or feelings with the Americans. The company will therefore take long to understand the customer expectations, and the products will take long before market establishment. Cross cultural ethical differences have significant impacts on marketing. Gift giving in china is a sign of respect and business etiquette. The gifts however require careful choice to avoid influencing the decisions of the recipient. In such cases, the gift is considered as a bribe,

Ratan Tata Essay Example for Free

Ratan Tata Essay Land Rover might present an even more daunting challenge for Ratan Tata. It would be an uphill climb to restore Jaguar’s luxury cachet, which was damaged by sharing basic designs with Ford. As the organization gets bigger and more diverse, talent and retaining the value system will pose the biggest challenge in Tata Group (Engardio and Lakshman 2007) 2. 2 Long Term Succession â€Å"is a problem†. Ratan Tata is 69 years old, not married and has two dogs at his beachfront home he designed himself. He commands most Tata companies, which makes his failure to designate a successor all the more disconcerting. In Asian culture, the eldest son will take over the family business, however Tata is not married therefore he does not have any family members to take over his empire. Ratan, who is single and childless, could be the last Tata to oversee the group. His younger brother and three half-sisters aren’t involved in Tata business; his reclusive half-brother is unclear whether he’s tycoon timber (Engardio and Lakshman 2007). Ratan Tata public listed his companies, which also means his empire will still be ongoing after his departure. However, by public listing it, Tata is afraid he might lose control of his business and being so power-oriented, he dislikes his business to be controlled by others. Slimming the group down is also another problem Tata encountered. He set out to reduce scores of companies to just a dozen but have not succeeded, with nearly 100 companies with 300 subsidiaries in 40 businesses. Being a passionate promoter of CSR could also be a problem. Tata Steel spends millions annually on education, health and agricultural development projects in 800 nearby villages. Such generosity will be put to the test now that Tata owns struggling Corus, with $7. 4 billion in debt and absorbing Corus’ higher-cost operations will weaken margins. Tata were unable to give guarantees to Corus workers that they will remain competitive and jobs will not be cut. Tata were also slammed with difficulties in translating principles into the British and European context (Engardio and Lakshman 2007).

3-D Magnetic Data Inversion with Physical Bound

3-D Magnetic Data Inversion with Physical Bound A new method Mohammad Rezaie1*, Sahar Moazam2 1 PhD in mineral exploration, Faculty of Mining, Petroleum and Geophysics, Shahrood University of Technology, Shahrood, Iran. 2 MSc in mineral exploration, Faculty of Mining, Petroleum and Geophysics, Shahrood University of Technology, Shahrood, Iran. Abstract Inversion of magnetic data is an important step in the interpretation of practical data. Smooth inversion is a common technique for inversion of magnetic data. Physical bound constraints can improve the solution of the magnetic inverse problem. However, how to introduce the bound constraint into the inversion procedure is important. Imposing bound constraints makes magnetic data inversion a non-linear inverse problem. In this study, a new algorithm for 3D inversion of magnetic data is developed which use an efficient penalization function for imposing bound constraints and Gauss Newton method to achieve the solution. An adaptive regularization method is used for choosing regularization parameter in this inversion approach. The inversion results of synthetic data show that the new method can produce models which adequately match with real location and shape of synthetic bodies. The test carried out on the field data from Mt. Milligan Cu-Au porphyry deposit shows that the new inversion approach could produce the magnetic susceptibility models consistent with the true structures. Keywords: Magnetic data, Inversion, physical bound, Gauss Newton, Regularization. 1. Introduction Magnetic surveys can provide useful information about the Earths interior. Magnetic measurements are usually used to delineate magnetic anomalous bodies and indicate their locations and depths. One of the most important topics in the quantitative interpretation of potential field data is the inversion of practical data (Rezaie et al. 2015). Inversion can be defined as a mathematical procedure that constructs a subsurface property (susceptibility) model using measured (magnetic) data by incorporating a priori information as available. The recovered models must predict the measured data adequately (Foks et al. 2014). 3D inversion of potential field data such as magnetic data is generally difficult (Jin et al. 2013). The main difficulty is the non-uniqueness of the solution in magnetic inverse problem. There are infinite equivalent source distributions that produce the same measured magnetic data set (Blakely 1996). The standard approach to overcome this issue is applying a priori infor mation. Several approaches have been introduced for incorporating priori information into the inversion process (Last and Kubik 1983; Barbosa and Silva 1994; Li and Oldenburg 1996, 1998, 2003; Pilkington 1997, 2008; Portniaguine and Zhdanov 1999; Farquharson 2008; Lelievre et al. 2009; Zhang et al. 2015). Last and Kubik (1983) developed the compact inversion method which produce compact and structurally simple model. Guillen and Menichetti (1984) minimize the moment of inertia of the body with respect to the center of the body or along single axis passing through it. Barbosa and Silva (1994) generalize the moment of inertia functional to impose compactness along several axes. Li and Oldenburg (1996, 1998) developed a model objective function that produce smooth models. This method can locate anomaly sources accurately nevertheless, the values of the recovered model are smaller than the true values due to the smoothness effect of the objective function. Portniaguine and Zhdanov (1999) developed a focusing inversion method based on compact inversion method for potential field data. Barbosa and Silva (2006) developed an interactive method for inverting magnetic data with interfering anomalies produced by multiple, complex, and closely separated geologic sources. Farquharson (2008) used L 1 measure of Li and Oldenburgs model objective function to recover dipping structures and models which have angled interfaces.   Lelievre et al. (2009) used Li and Oldenburgs (1996, 1998) model objective function and developed advanced constrained inversion by geological information. Zhang et al. (2015) improved Li and Oldenburgs method by applying Lagrangian multipliers in the model objective function to add geological constraints. In the 3D inversion of potential field data, particular bounds of the physical property may be known. This physical bound constraint can improve the solution and make it more feasible (Rezaie et al. 2017a). Consequently, how to introduce the bound constraint into the inversion procedure becomes an important issue. Portniaguine and Zhdanov (1999, 2002) used a penalization algorithm to impose bound constraint in focusing inversion of potential field data. Li and Oldenburg (2003) chose a logarithmic barrier method incorporating bound constraints on the re covered smooth model. Zhang et al. (2015) imposed bound constraint in smooth inversion of potential field data via a method using Lagrangian multipliers. However, imposing bound constraint makes magnetic data inversion a non-linear inverse problem. Therefore, the logarithmic barrier and Lagrangian multipliers methods increase computation time. Another issue in solving non-linear inverse problem is choosing regularization parameter that can increase computation time (Farquharson and Oldenburg, 2004). In this study, we develop a new 3D magnetic data inversion method based on the Gauss- Newton (GN) algorithm that can incorporate bound constraints on the recovered model using penalization algorithm introduced by Portniaguine and Zhdanov (1999, 2002). Also, we will use an adaptive regularization method for regularization parameter selection in our magnetic data inversion method. Finally, the capabilities of the proposed method are illustrated by its application to the inversion of a synthetic data set and to the 3D inversion of magnetic data from the Mt. Milligan deposit at British Columbia, Canada. 2. Methodology 2.1. Forward model for 3D magnetic anomalies Susceptibility distribution in the sub-surface () produce magnetic field (T) at the surface. The purpose of forward modeling is to compute this magnetic field. The total component of the magnetic field is given by (Blakely 1995): (1) where (Henry.meter-1), R denotes the volume occupied by causative body. is distance and is magnetization vector which can be obtained as a vector sum: (2) where is earths magnetic field and is remanent magnetization. If we ignore remanent component, the magnetization will be in the direction of the earths field and can be obtained simply as: (3) To compute total component of the magnetic field in Eq. (1), it is required to discretize the subsurface under the survey area into rectangular prisms of known sizes and positions with constant susceptibilities. The formulation for computation of magnetic response for each rectangular prism was presented by Bhattacharyya (1964) and later simplified into a form that is more suitable for fast computer implementation (Rao and Babu 1991). We use the formulation developed by Rao and Babu (1991) to compute magnetic response resulting from individual prisms. If the observed magnetic anomalies are caused by M subsurface prisms, the magnetic field at the field point i is given by: (4) where N is the number of observation point. The forward modeling of magnetic data using Eq. (1) and Eq. (4) can be written as following matrix equation: (5) Here, G is forward operator matrix that maps the physical parameters space into the data space. denotes the vector of unknown model parameters and is data vector that is given by measurement data. There are some error in measurement data because of noise that is usually assumed to be uncorrelated and have Gaussian distribution (Rezaie et al. 2017b), So (6) where, is vector of observed data and is vector of data error. The main purpose of the magnetic inverse problem is to find a geologically plausible susceptibility model ()based on G and some measured data () at the noise level. 2.2. Inversion method In the typical minimum-structure inversion procedure, subsurface of the survey area is discretized into rectangular prisms (cells) of known sizes and positions with the values of the physical property (e.g. susceptibility) in the cells that are called the model parameters to be estimated in the inversion (Rezaie et al. 2015). The solution can be obtained by minimization of an objective function, which is a combination of a measure of misfit between observation and predicted data and a measure of complexity of the model subject to a physical bound constraint (Li and Oldenburg 1996): (7) where is a regularization parameter. L is lower susceptibility bound, U is the upper susceptibility bound and the misfit functional is defined as (8) Here, is data weighting matrix given by . Where,stands for the standard deviation of the noise in the ith datum, and is a stabilizing functional (stabilizer) which measure minimum norm of model structure (Li and Oldenburg 1996, 1998, 2003): (9) where are coefficients that affect the relative importance of derivative components in different directions. resembles first-order finite-difference matrices in x, y and z directions. We have to use an additional depth weighting matrix for compensating lack of the data sensitivity to the deeper model parameters (Zhdanov 2015): (10) Now, Eq. (9) can be reformulated to apply the depth weighting matrix to the objective function. (11) where is the cumulative first-order finite-difference matrix. Eq. (7) is reformulated using matrix notation to incorporate depth weighting easily: (12) where and . Eq. (12) is transformed into a space of weighted model parameters by replacing the variables and (Rezaie et al. 2017a): (13) The solution of Eq. (13) is obtained according to the regularization theory similar to the classical minimum norm optimization problem (Tikhonov et al. 1977). The solution of the magnetic inverse problem is obtained by minimizing this equation using the GN method. The upper (U) and lower (L) susceptibility bounds can be imposed during the inversion process to recover more feasible model. If an achieved susceptibility value falls outside the bounds, the value at that cell is projected back to the nearest upper or lower susceptibility bound (Portniaguine and Zhdanov 1999). To solve Eq. (13) with GN method, assume the obtained solution denoted by at the (n − 1)th iteration, and the predicted data corresponding to this model are .Then at the nth iteration, a model perturbation can be achieved by solving following equation so that the inverted model can be updated by (Aster et al. 2013): (14) where is the regularization parameter in nth iteration. Then the solution of the inverse problem in Eq. (7), is given by (15) In order to recover a more feasible model of the subsurface, upper (U) and lower (L) physical bounds of susceptibility are imposed in each iteration to force. If a given susceptibility value falls outside the bounds, the susceptibility value of that cell is projected back to the nearest physical bound value. The solution to Eq. (14) is also equivalent to the least-squares solution of (16) The least-squares solution of the Eq. (16) is obtained by a fast iterative method such as Lanczos Bidiagonalization (LB) (Pagie and Saunders 1982) at each GN iteration. therefore, the proposed algorithm would be suitable for large scale problems (Rezaie et al. 2017a,b). The GN iterations stop when the RMS misfit reaches an acceptable level or the model corrections become small enough (Pilkington 2008). We have used an adaptive method for choosing regularization parameter similar to which was proposed by Farquharson (2008) which is a fast and efficient algorithm for choosing regularization parameter. The regularization parameter is started at 100 () which is a relatively large value. If an inversion is performed with the regularization parameter fixed at this value, a model would be produced that had a small amount of structure and predicted data under fit the observations. At each iteration, the regularization parameter is damped to give a slow but steady progression of models with increasing structure and decreasing data misfits: (17) where    based on empirical experiments. 3. Synthetic test We apply our algorithm to a synthetic test to evaluate the reliability of the introduced method. The synthetic model consists of two different blocks with dimension 200 m 200 m 200 m which are embedded beneath the surface so that susceptibility of uniform background is zero. The Susceptibility of each block is 0.06 (SI). Perspective view of the true model is displayed in Fig. (1a). Fig. 1 perspective view of the synthetic model with 2 blocks (a). Magnetic anomaly produced by the synthetic model with 5 % Gaussian noise of the accurate datum magnitude. Depth to the top of the shallower block (block (1)) is 50 m and depth to the top of the deeper block (block (2)) is 100 m. The total-field anomaly data have been generated above the surface assuming an inducing field with inclination (I) of 75, declination (D) of 25 and a strength of 50000 nT. The data generated over a grid of 1000 m 1000 m with sample spacing of 25 m. There are 1600 data and 5 % Gaussian noise of the accurate datum magnitude has been added (Fig. 1b). The subsurface is divided into 40 40 20 = 32000 rectangular prisms with the same size of 25 m for inversion. The inverse problem has been solved using the proposed method that is described in the preceding section (). The solution obtained after 5 iterations with RMS of 0.05. Fig. 2 shows a plan section and a cross section through the recovered model from proposed inversion method. The result indicates acceptable smooth reconstruction of the synthetic multisource blocks at different depth levels below the surface. The recovered bodies in the model are smooth and adequately matched with real location of synthetic bodies. Fig. 2 Plan sections through the recovered susceptibility model obtained from the 3D inversion of magnetic data at depth= -125 m (a). A cross-sectional slice of the susceptibility model at Northing= 500 m (b). The borders indicate the true position of each body. 4. Inversion of field data Mt. Milligan is a Cu-Au porphyry deposit situated in central British Columbia. Geological information obtained from a major drilling program show the host rocks of the deposit are Mesozoic volcanic and sedimentary rocks and contain intrusive monzonitic rocks that have accessory magnetite. There is an intensive hydrothermal alteration primarily in the region near the boundaries of the monzonite stock. The monzonite body is known as the MBX stock (Oldenburg et al. 1997). The copper and gold are concentrated in the potassic alteration zone, which is mainly around the contact of the monzonite intrusions (MBX) and may extend outward and into fractured volcanic rocks. However, magnetite is one of the strong indicators of the potassic alteration. In this region, magnetic data are acquired at 12.5 m spacing along lines in the east direction that spaced 50 m apart (Li and Oldenburg 1996). We use the data at 25 m spacing which yields 1920 data points. The reduced magnetic anomaly map is shown in Fig. (3). Fig. 3 The magnetic anomaly map of Mt. Milligan. The data are on 25 m 25 m grid. The direction of the inducing field is I= 75 and D= 25.73 with a strength of 58193 nT. It is assumed that each datum have an error whose standard deviation is equal to 5 percent of its magnitude (Li and Oldenburg 2003). To invert these data, the subsurface of the area is discretized into 48 40 18 = 34560 cells each of size 25 m. The positivity constraint was imposed which means lower (L) physical bounds of susceptibility are set to 0 SI. The solution is obtained after 112 iteration with RMS error of 0.05 which is about the predicted noise of the data. The recovered model is shown in Fig. (4) as one plan-section and one cross-section. The true edge of MBX stock and mineral assemblage which were derived from the drilling results overlaid on the cross-section. Fig. 4 The recovered susceptibility model shown in a plan-section at the depth of -80 m (a). A cross-section at the northing of 600 m overlaid by true boundary of monzonite body (MBX) with black line and mineral deposit with red shaded polygon (b). The results indicate that the anomalous body of magnetic susceptibility highs are mostly associated with the monzonite intrusion. There is a moderate anomalous body at the center of cross-section which is probably caused by magnetite content of potassic alteration. This area coincides with mineral deposit. Thus, the obtained solution is in a good agreement with true geologic boundaries of Mt. Milligan deposit. 5. Conclusions We have developed a new algorithm for inversion of magnetic data using Gauss Newton method. In each GN iteration LB method is used for solving least- square problem. Therefore, the proposed algorithm is efficient for large scale problems. We used an adaptive regularization method for choosing regularization parameter in each iteration which is a fast and efficient method for choosing regularization parameter. In the new algorithm, the physical bound constraint can be imposed during the inversion process via penalization function which does not need any transformation. Therefore, this method of imposing bound constraint is more efficient. The obtained results show the new developed 3D inversion method is able to produce a smooth solution which define the shape and extent of synthetic bodies adequately. Furthermore, the application of this inversion algorithm for a field magnetic data from Mt. Milligan deposit produced a model that is consistent with the available geological information. Compression methods such as wavelet compression which can compress the kernel matrix and using parallel programing that decrease the required memory and computation time will be subject of future works for large scale problems.

Trauma Victim in the Emergency Room Essays -- Descriptive Essay Example

The day started like any other. Quiet, but with an underlying vibration waiting to explode. Freshly brewed coffee and the sharp smell of disinfectant mixed in the air like a foreign perfume. Uniformed staff busied themselves with paperwork while waiting for the moment we all knew would come with the lunch hour approaching. It was a typical morning in the emergency room of Presby Plano. We were all standing around, relaxed, discussing our previous weekend adventures. As the call came over the radio we swiftly took our places in expectation of what was to come. A construction worker was hit in the head with a 500-pound slab of granite swinging from a crane. The crane operator didn’t see him as he moved that solid piece of rock from one point to the next. The soft rustle of protective gear being put on over scrubs filled the room as we methodically dressed for the trauma that was about to roll through the door. We tied masks with eye shields around our heads as carts wheeled past into the room in which we would perform our heroic duties. â€Å"ETA, one minute.†, the radio crackled. We calmly looked at each other with the look of serious determination running across our faces, we shot each other glances that said, â€Å"We can make this right.† Lights swirled in the courtyard as we shuffled toward the rough sound of the ambulance’s motor. Doors swung open as patient history supplied by the EMT resonated over the sound of the truck. We parted like the waves of the Red Sea to let the gurney wheel by into the trauma room. A calmness floated in the air as if giving cognitive reasoning a resounding voice. We assembled quickly and stood in our positions. I was only a volunteer, only there to observe, yet I was thrown quickly into the ... ...e a jack hammer, catching a few of us off guard. Sterile water spewed from the spout of the irrigation device onto the skull of the hurt man. After a few minutes, the wound was clean and the bleeding controlled. Staples were clamped onto his head, closing the once gaping hole. The doctor left the trauma room, leaving us to pick the bits of tissue from the hair that remained on the man's head. The two of us remaining gathered around his head and proceeded to snag the soft gobs of pink flesh from his hair as gently as possible, so as not to disturb our newly finished work. He was taken to another room to recover as we left the scene of the previous mayhem. Staff congratulated me on a job well done, as this was my first trauma. I felt proud and alive, I knew this was what I wanted to do for the rest of my life. I will never forget that moment realization hit home. Trauma Victim in the Emergency Room Essays -- Descriptive Essay Example The day started like any other. Quiet, but with an underlying vibration waiting to explode. Freshly brewed coffee and the sharp smell of disinfectant mixed in the air like a foreign perfume. Uniformed staff busied themselves with paperwork while waiting for the moment we all knew would come with the lunch hour approaching. It was a typical morning in the emergency room of Presby Plano. We were all standing around, relaxed, discussing our previous weekend adventures. As the call came over the radio we swiftly took our places in expectation of what was to come. A construction worker was hit in the head with a 500-pound slab of granite swinging from a crane. The crane operator didn’t see him as he moved that solid piece of rock from one point to the next. The soft rustle of protective gear being put on over scrubs filled the room as we methodically dressed for the trauma that was about to roll through the door. We tied masks with eye shields around our heads as carts wheeled past into the room in which we would perform our heroic duties. â€Å"ETA, one minute.†, the radio crackled. We calmly looked at each other with the look of serious determination running across our faces, we shot each other glances that said, â€Å"We can make this right.† Lights swirled in the courtyard as we shuffled toward the rough sound of the ambulance’s motor. Doors swung open as patient history supplied by the EMT resonated over the sound of the truck. We parted like the waves of the Red Sea to let the gurney wheel by into the trauma room. A calmness floated in the air as if giving cognitive reasoning a resounding voice. We assembled quickly and stood in our positions. I was only a volunteer, only there to observe, yet I was thrown quickly into the ... ...e a jack hammer, catching a few of us off guard. Sterile water spewed from the spout of the irrigation device onto the skull of the hurt man. After a few minutes, the wound was clean and the bleeding controlled. Staples were clamped onto his head, closing the once gaping hole. The doctor left the trauma room, leaving us to pick the bits of tissue from the hair that remained on the man's head. The two of us remaining gathered around his head and proceeded to snag the soft gobs of pink flesh from his hair as gently as possible, so as not to disturb our newly finished work. He was taken to another room to recover as we left the scene of the previous mayhem. Staff congratulated me on a job well done, as this was my first trauma. I felt proud and alive, I knew this was what I wanted to do for the rest of my life. I will never forget that moment realization hit home.

Coleridges the Rime Of The Ancient Mariner Essay -- essays research p

Coleridge's "The Rime of the Ancient Mariner Coleridge's poem The Rime of the Ancient Mariner is wrote in a way that the reader is expected to temporarily allow him or herself to believe it to be able to understand it. The poem itself is about a Mariner who is telling his tale of sin and forgiveness by God to a man referred to as the "Wedding Guest." The Mariner is supposedly responsible for the death of all of the crew on his ship because of his killing of a creature which was to bring them the wind that they needed to put power into the sails of the ship. The whole point of the poem is to encourage or convince the reader to believe the tale that Coleridge tells. Coleridge wrote the poem as a means to induce the reader with what he calls a "willing suspension of disbelief." The poem is written in such a way that the reader is expected to willingly decide to temporarily believe the almost unbelievable story. The reason a person is to make sure that he or she believes it temporarily to be true is because the Mariner in the story is trying to get the point of forgiveness from God across to the reader and if the reader chooses not to believe the story behind the poem then they will not understand the effect of the point of the tale. Coleridge's main point in writing the story was to get people to understand forgiveness by understanding the poem. The Mariner in th... Coleridges "the Rime Of The Ancient Mariner Essay -- essays research p Coleridge's "The Rime of the Ancient Mariner Coleridge's poem The Rime of the Ancient Mariner is wrote in a way that the reader is expected to temporarily allow him or herself to believe it to be able to understand it. The poem itself is about a Mariner who is telling his tale of sin and forgiveness by God to a man referred to as the "Wedding Guest." The Mariner is supposedly responsible for the death of all of the crew on his ship because of his killing of a creature which was to bring them the wind that they needed to put power into the sails of the ship. The whole point of the poem is to encourage or convince the reader to believe the tale that Coleridge tells. Coleridge wrote the poem as a means to induce the reader with what he calls a "willing suspension of disbelief." The poem is written in such a way that the reader is expected to willingly decide to temporarily believe the almost unbelievable story. The reason a person is to make sure that he or she believes it temporarily to be true is because the Mariner in the story is trying to get the point of forgiveness from God across to the reader and if the reader chooses not to believe the story behind the poem then they will not understand the effect of the point of the tale. Coleridge's main point in writing the story was to get people to understand forgiveness by understanding the poem. The Mariner in th...

How and Why Does the Relationship Between John and Elizabeth Proctor Change over the Course of the Crucible?

How and why does the relationship between John and Elizabeth Proctor change over the course of The Crucible? In Arthur Miller's play The Crucible, John and Elizabeth Proctor are introduced as a young, married couple whose relationship had a tense undercurrent. Their actions and reactions towards one another prove that they are at odds with each other. John and Elizabeth seem to be trying to smooth out the bumps in their relationship, but they only seem to succeed in driving themselves further apart. Now at a time when communication is crucial, John and Elizabeth learn the mistake they made is not getting to know each other better. Act two is when Elizabeth is introduced properly in the crucible. Elizabeth and Proctor have what seems to be an awkward conversation with no sentence lasting more than a few words. The short sentences Miller uses to create the conversation between Elizabeth and Proctor such as â€Å"What keeps you so late? It’s almost dark. † And â€Å"Aye, the farm is seeded. The boys asleep? † use lots of questions adding suspicion mainly seen in Elizabeth’s speech. This shows the reader there is a lack of honesty in their relationship because if they had complete honesty in the relationship there would be no need for questions. The questions might be a way of them trying to smooth the bumps out in their relationship, attempting to bring honesty back in but neither of them seem to be opening fully, shown by the short sentences. Any attempt to open up to the other person is quickly stopped by some sort of interruption â€Å"Now look you – † â€Å"I see what I see John. † Elizabeth suspects a lack of honesty â€Å"John, you are not open with me† however Proctor continues to deny it. This all builds up tension and bottles up feelings in the relationship implying that they will burst out later on in the play. This makes the reader feel sympathy for Proctor and Elizabeth because on one hand Elizabeth simply just wants to know the truth so they can get on with their lives and on the other Proctor doesn’t want to hurt Elizabeth’s feelings by telling the truth. Elizabeth is accused of being a witch. It is believed Abigail accused her so as to get to John. Hale is introduced into Proctors house. He has come in search of evidence to back up the accusation. Hale asks a series of questions involving religious references and also asks Proctor to recite the Ten Commandments. Hale being in the Proctor’s house seems to create tension in the house. When faced with the proposition of being questioned about the Christian faith Proctor answers â€Å"Why, we – have no fear of questions sir. † This seems quite a shy answer. It lacks confidence and almost seems as though he is nervous about answering or he may even fear the questions about to come before him. This creates sympathy for Proctor by the reader because he is trying to patch up his relationship and now has to deal with accusations of being a witch on top of everything else. Elizabeth is taken to court due to her accusation and is then taken to jail. After months in jail, Elizabeth Proctor was called into the courtroom to answer a series of questions that could determine the fate of her husband, herself, and Abigail Williams. Elizabeth Proctor was asked to accuse her husband of lechery. The hesitation in Elizabeth's response to this question was not a surprise. She was fighting a battle inside of herself that only she knew the depth of. It was up to her to make a decision that she knows would change her life and the lives of others. To the question of lechery put before her, Elizabeth Proctor chose to answer â€Å"no†. Elizabeth answered â€Å"no† for a number of reasons. The biggest was the respect she had for her husband. She wanted John to reveal his sin on his own. She felt it wasn't her place to reveal the wrong in his life. Elizabeth also believed that she was part of the reason John chose to have an affair with Abigail. Before John was to sign his confession, Elizabeth asked him to forgive her for being a cold wife. Elizabeth truly believed she was the reason behind John's affair with Abigail. This proves that Elizabeth really did love John although there were times hen it wasn't evident in her words and actions. She respected and trusted him to such an extent that she allowed him to decide when he would let the community know of his sin. John Proctor also loves his wife deeply. This is shown through his actions at the end of the play. With the decision he is about to make at hand, he asks Elizabeth â€Å"what would you have me do? † It is her desires that he is concerned about because he realizes this decision will affect her too. After ripping up his confession, John grabs Elizabeth and gives her the last kiss of his life. It was not passion that drove him but pure love. Through this kiss he let Elizabeth know everything that he had been keeping in his heart during his time in jail in more. Through this kiss, Elizabeth knows that John loved her and cherished her more than before. It is evident throughout the play that displays of affection aren't very common in the Proctor household. That is common in many marriages and households today. It is also common that it isn't until something drastic happens that those who love each other find out how much they really mean to each other. This is what happened in the Proctor's situation. John and Elizabeth didn't realize what they meant to each other until they were thrown into jail and John was on the verge of losing his life. John and Elizabeth Proctor realize their love for each other at the end of the play. Although they both realize they won't be able to share it, they are overjoyed with this new discovery. Elizabeth realizes that John loves her and John realizes that Elizabeth loves him and that he does indeed have her forgiveness. This gives him the push he needs to make the right decision. In the time when John and Elizabeth's relationship must be strong, they pull through and come out the victors.