Economic Issues Relating to The Tourism Industry of France Essay

Economic Issues Relating to The Tourism Industry of France - Essay Example ndustry of France Tourism adds to the vitality of the national economy and creates almost one million employments, which mainly comprises of young people. Atout France is the national agency that is working as the main body in promoting the tourism industry of France. From the year 1960 till 1980 tourism has lead to the creation of huge numbers of infrastructure and large developmental programs both in the mountains and the coast, which has extended mass tourism, creation of winter sports, attraction to the coast and sundrenched area. Due to the infrastructural developments and the facilities created that was a major subject under the national plan has lead to the economic development of these areas. The tourism industry has also caused development of the transportation facilities to enhance the convenience of the tourists. Thus the tourism industry has done a major contribution towards the economy of France (Blanke and Chiesa, 2013; Euromonitor International, 2013). Tourism industry has been seen to be successfully exploiting the collective marks. France is not an exception in this case. An association of hoteliers are tied together with the motto to promote the privately owned hotels that are operating in rural settings under the same label â€Å"Logis de France† which is the registered trademark. The main objective of such a concept is to provide quality food and services that has a local flavor in them. They wanted to prevent the rural area from getting abandoned and create new product that adds value by attaching a label, which compels the hotels to adhere to the strict criteria. There are nearly 3000 hotels that are registered under this association and are operating not only in France but have expanded their business outside France too. The hotels are grouped as... This essay is one of the best examples of the modern analysis of the French tourism industry. France is a country that has highest density of museums, monuments and festivals. Since 1990s it has been placed at the number one position in ranking of tourist destination. Due to the infrastructural developments and the facilities created, tourism industry was a major subject under the national plan has lead to the economic development of these areas. The tourism industry has also caused development of the transportation facilities to enhance the convenience of the tourists. Tourism industry has been seen to be successfully exploiting the collective marks.. An association of hoteliers are tied together with the motto to promote the privately owned hotels that are operating in rural settings under the same label â€Å"Logis de France† which is the registered trademark. The main objective of such a concept is to provide quality food and services that has a local flavor in them. France continues to attract tourists from various parts of the world by its rich cultural heritage and creative industries. Along with this the country also excels in infrastructure of ground transports that include both roads and railways as well as excellent infrastructure in air transport. But a recent report published by World Economic Forum shows that France lack competiveness in the global tourism industry. In recent times the overall regulations and rules framed by the government are not supportive and helpful in promoting the industry.

Micriobiology Case Study Example | Topics and Well Written Essays - 750 words

Micriobiology - Case Study Example A bronchoscopy with BAL has revealed organisms that are consistent with Pneumocystis carinii (Kovacs et al., 2001, 2450-2460). Analysis: His long-drawn disease is consistent with HIV infection that has turned into AIDS over last 2 months leading to most probably an opportunistic infection of the gastrointestinal tract leading to disturbing diarrhea associated with nausea and vomiting. His decreased leukocyte count and pulmonary infection with Pneumocystis carinii indicates opportunistic pulmonary infection that is very characteristic of immunodeficiency associated with AIDS and consequent diminished CD4 count (Newton et al., 2003, 185-186). Thus the original disease that the patient is suffering is AIDS, the hallmark of which is immune deficiency. The treatment with antibacterial agents thus has a chance to break down. This has been ascribed to the profound deficiency in immune function that eventually develops in an infected individual. The virus, HIV suppresses immune function since this has a predilection to infect the immune system, and as a result of continued infection, these cells are eventually destroyed (Adler, 2001, 12-17). The most significant targets of this virus are a subset of thymus derived lymphocytes that carry surface molecule CD4. CD4 has been demonstrated to bind to the envelop glycoprotein of the HIV. Many other cells and tissues, such as, monocytes and macrophages also bear CD4 receptors. Coupled with G-protein coupled receptor family co-receptors, the processing of chemokines in these cells are affected, leading to defective migration, differentiation, and function of leukocytes during immune response to any infective process in the body. Two specific receptors, CCR5 and CXCR4 are important particularly. CCR5 are expressed widely on cells of the immune system that fight disease, such as, lymphocytes, macrophages, and dendritic cells. When the virus strains infect the primary macrophages through these co-receptors, the macrophages which are prime immune cells themselves are rendered defunct (Adler, 2001, 12-17). From that point of view, the CD4 lymphocytes or T helper cells have known significant and central roles in immune functions, and as a result of HIV infection, these cells are destroyed. In consequence, the body immune response of affected, and these in part explain the immunosuppressive effects of the virus. These cells are normally stimulated by antigen contact, and normally they respond through enhanced cell division and synthesis and release of lymphokines, namely, interferons, tumor necrosis factors, interleukins, and other chemotactic factors that are involved in recruitment of more immune cells. The whole cascade of these phenomena are affected, and as a result the functions of the lymphokines to act as promoters of cytotoxic or suppressor CD8 cells and their maturation and behaviour are all affected, culminating into suppressed synthesis of antibody from the B lymphocytes. Other cells participating in the process of this innate immunity against diseases functionally contribute to the process. These are monocytes, tissue macrophages, and dendritic cell, and hence with an infection with HIV, the total immune system is compromised. Macrophages and particularly dendritic cells are

What Kinds Of Psychological Transformation AA Members Undergo Essay

What Kinds Of Psychological Transformation AA Members Undergo - Essay Example Their mysterious 12-step program is promoted as one of the most effective methods for the treatment of addiction by many professionals and researchers. Ironically, nobody knows exactly how the steps work for addiction and why the method is so life changing for its members. What will AA members experience during the AA activity? The psychological transformation among AA members may answer this question. That is why we have to look at the 12-steps closely and study how it applies to alcoholics and their inner journey from seeking help, to conquering alcoholism, to achieve sobriety. A member who completed the 12-steps program is most likely to experience the whole psychological transformation as he achieves sobriety towards the end. The 12-steps and 12 traditions are the primary tenets of AA. The 12 traditions are known as the perspective of AA. This keeps AA anonymous, non-religious and non-profit. The 12 steps can be defined as a step-by-step program for members to follow. Once a member strictly follows the first step, then he can move on and begin with the second. After he goes through all steps and understand and embodies all of the steps, he will achieve long term sobriety. When a person participates in the program, he undergoes a great transformation than will lead him to stop drinking. Those experiences include admitting powerlessness, appeal for the â€Å"higher power†, confession and a new social relationship. Although the actual success rate of AA is hard to estimate, some researchers have found realistic data to reflect how AA succeeds. Hal Arkowitz and Scott Lilienfeld, in their online article, â€Å"Does Alcoholics Anonymous Work?† describe the statistic about AA. The authors cite an investigation called â€Å"Project Match†, issued in 1997 proves that AA is effective in achieving sobriety through abstinence. The experiment divided more than 900 alcoholics into three different therapies. One is mainly 12-steps program associated with a

Diploma Biology Notes Essay Example for Free

Diploma Biology Notes Essay DNA is a huge information database that carries the complete set of instructions for making all the proteins a cell will ever need! Although there are only four different bases in DNA (A, C, G and T), the order in which the bases occur determines the information to make a protein, just like the 26 letters of the alphabet combine to form words and sentences: Compare: RAT TAR ART same 3 letters; completely different meanings. And with DNA: GAC AGC CGA same 3 letters; completely different meanings to the cell (specifies the amino acids Aspartic Acid, Serine, and Arginine) Q: Review: What are genes? A: The DNA in each chromosome that DOES provide the instructions for a protein is called a gene. * In the 1940s, scientists proposed, fairly correctly, that each gene codes for (contains the instructions for) one protein. This is referred to as the one-gene, one-protein hypothesis. * One gene will code for perhaps two or more related proteins. * Scientists realized that we had only about 30,000 genes, coding for 100,000 different proteins rather than the 100,000 genes that had been estimated for the human genome * The basic hypothesis is still the same, but we know a lot more details. Q: If DNA is in the nucleus and proteins are synthesized in the cytoplasm, on ribosomes and in the RER, how to they get together? A: The answer: use a messenger to carry the instructions from DNA out into the cytoplasm. A nucleic acid very similar to DNA, called mRNA or messenger RNA, is a copy of a gene, and serves this function the bridge between DNA and protein: The Central Dogma:DNA encodes the information to make RNA and RNA molecules function together to make protein| II. What is RNA and how is it different from DNA? Two big differences between DNA and RNA: * 1. The sugar in DNA is deoxyribose; in RNA it is ribose * 2. The nitrogenous base uracil (U) is used in RNA in place of T (they are very similar bases; in RNA U= A just like T = A.) III. Transcription: Re-writing DNA into RNA DNA has a sense strand and an antisense strand. The antisense strand is complementary to the sense strand. It is also known as the template strand, as this is the strand, which is used for transcription making mRNA. DNA is transcribed or re-written into RNA in a very complicated process called transcription. Simply stated, during transcription, one gene (DNA) is re-written into RNA in the nucleus: * A team of enzymes and proteins binds to the promoter, or starting region, of a gene. * These enzymes and proteins unzip the DNA double helix just at the region of the gene. * The enzyme RNA polymerase uses one of the DNA strands to make an RNA copy of that one gene. * This copy, which contains the instructions to make 1 protein, is called an mRNA or messenger RNA. * After the mRNA is made, it is trimmed down to a final size, and shipped out of the nucleus. * When the mRNA gets into the cytoplasm, it is made into protein * Complete transcription of an RNA molecule. 1. The resulting RNA nucleotides are added on the 3’ end of the growing of mRNA strand. 2. RNA polymerase detaches itself and mRNA is released. 3. Eukaryote pre- mRNA contains exons and introns: * Introns are non-coding regions that need to be removed before translation The structure of tRNA matches its functions : Funtion : to bring amino acids from the cytoplasm to the growing polypeptide and to attach them in the current location. tRNA is activated by a tRNA activating enzyme. tRNA delivers amino acids to the growing polypeptide chain in translation. It picks up new amino acids when activated by a specific tRNA activating enzyme. IV. Connection between mRNA and protein: The order of the bases in the DNA specifies the order of bases in the mRNA, and The order of bases in the mRNA specifies the order of amino acids in a protein.| The genetic code is a triplet code (handout) 1. Nucleotides on mRNA are read three at a time by the ribosome. * Every three nucleotides in an mRNA (a codon) specify the addition of one amino acid in a protein. * For example, a 600 nucleotide mRNA will code for a 200 amino acid protein. 2. The amino acids corresponding to all 64 codons have been determined. All proteins start with the initiation codon AUG (Met) * All proteins end with stop codons -either UAA, UGA, or UAG * Some codons that differ in the third nucleotide can still code for the same amino acid The genetic code chart represents the sequence on the mRNA codon. V. Translation = De-coding RNA into protein During translation, the mRNA transported to the cytoplasm is de-coded or translated to produce the correct order of amino acids in a protein. Translation requires numerous enzymes. rRNA = ribosomal RNA; these RNA molecules associate with other proteins to form the ribosomes. Each ribosome can accept two tRNAs at a time (carrying amino acids) and one mRNA. tRNA = transfer RNA; small RNA molecules that carry a specific amino acid at one end and an anticodon region that recognizes and binds mRNA at the other end. The tRNA that binds to that mRNA codon determines what amino acid is added to a protein chain. The Three RNAs (mRNA, tRNA, and rRNA) all work together to turn the information in DNA into a 3-dimestional protein. The steps of translation: 1. Initiation: mRNA enters the cytoplasm and becomes associated with ribosomes (rRNA + proteins). tRNAs, each carrying a specific amino acid, pair up with the mRNA polys inside the ribosomes. Base pairing (A-U, G-C) between mRNAcodons and tRNA anticodons determines the order of amino acids in a protein. 2. Elongation: addition of amino acids one-by-one: As the ribosome moves along the mRNA, the tRNA transfers its amino acid to the growing protein chain, producing the protein codon by codon! 3. Termination: when the ribosomes hit a stop codon UAA, UGA, or UAG the ribosome falls apart. The same mRNA may be used hundreds of times during translation by many ribosomes before it is broken down by the cell.

Freud And James Theoretical Positions Essay Example for Free

Freud And James Theoretical Positions Essay Sigmund Freud and William James helped unveil a new zeitgeist in the burgeoning field of psychology. Freud’s psychoanalysis and James’ functionalism would influence theorists and practitioners for decades, earning each man a prominent place in psychology’s history books.   What are the cornerstones of these milestone theories of human behavior, and how do they compare? In regards to basic human nature, James and Freud could not have been more divergent in their views. William James’ functionalism promoted a free will that carries us toward a â€Å"final destination. † A personal analysis that reflects one’s own unique individual experiences was highly valued. Each event in our lives moves us through a constant stream of different contexts and consciousness. Therefore, James did not focus so much on our good or evil natures, preferring instead to view our world as painted with a palette of varying shades of gray. Human beings cannot be divided into convenient categories and labels, but rather exist as unique and complex individuals. James’ pragmatic and functional mentality (we all have a purpose) leant him a slightly humanistic view in which most people strive toward a common good for the betterment of society. (James, 1983) In stark contrast, Sigmund Freud heralded a rather pessimistic view of human nature, emphasizing instincts as our innate drive and aggression or sex as our primary channels for those desires. Much of his psychoanalytic theory centers around the concept of a libidinous id—a force deep within us and beyond our awareness which harbors all of our secret impulses and desires unfit for society. Most of our lives, our personality is spent in a conflict between the bad id and the good, law-abiding superego. We repress most of our negative feelings out of conscious awareness, but they still manifest themselves in the form of physical illness and mental neurosis, just as the infamous â€Å"Anna O.† demonstrates.   Also, Freud’s proposed psychosexual stages of development further reveal his emphasis on instincts (primarily sexual) in molding everyone (Schultz Schultz, 2000). The emphasis on innate physical causes for behavior represented a strong departure from structural and empirical schools of thought, and both Freud and James brought this difference to the forefront, albeit in different forms. â€Å"No mental modification ever occurs which is not accompanied or followed by a bodily change†Ã¢â‚¬ ¦.†The spiritualist and the associationist must both be cerebralists†Ã¢â‚¬ ¦.Psychology is â€Å"the adjustment of inner to outer relations†Ã¢â‚¬ ¦.The psychologist must be a â€Å"nerve-physiologist†Ã¢â‚¬ ¦..All of the preceding statements, taken from William James’ Principles of Psychology (1983), highlight an underlying theme in his theory—the body (most especially the brain) is a vital and essential component of â€Å"mental life.† Consciousness, he asserted, must be studied in its natural setting, and study of the â€Å"conditions† (the physical components) of â€Å"phenomena† is crucial. He cited as proof of the brain’s importance how factors such as a blow to the head, drug use, or other sorts of brain trauma have the potential to almost complete reverse someone’s behavior and personality. In addition, his theory of habits also indicates his belief in the brain’s ability to mold lifelong behaviors. Also, James held that emotions were the direct result of physiological reactions to stimuli (Schultz Schultz, 2000). Despite his nativist assertions, however, James did appreciate that vital role environmental factors played in human development. According to functionalist thought, the function of our consciousness is to freely adapt to our environment in order to survive. We accomplish this through â€Å"choosing† our paths. An active mind that filters, combines, selects, rejects, and generally â€Å"weave(s) an endless carpet† appealed to James. He prized the role of motivation in directing our attention. Far from being mere passersby on the highway of life, we are rather highly energetic and involved â€Å"drivers† paving our own indelible mark and fueled by free will (James, 1983). Freud shared James’ basic nativism. Freud’s study of Anna O. demonstrates his certainty that the mind can exert a tremendous influence upon the body. The whole concept of neurosis states that physical bodily symptoms which have no apparent physical origin are likely the result of defects or repressions within the mind (Schultz Schultz, 2000). Freud always remained very deterministic in his theories. All people are born with innate libidinous impulses. All people repress those instincts, resulting in various complexes. All people pass through the psychosexual stages of development, and the personality of everyone is basically set by the age of seven. However, unlike William James, Freud’s stance is rooted in a passive mind completely helpless to impulse. Perhaps this passivity—and lack of faith in the human condition—is the strongest contrast between Sigmund Freud and William James. However, both men will continue to influence psychologists across the world for many generations.   Ã‚  Ã‚  Ã‚  Ã‚  Ã‚  Ã‚  Ã‚  References James, W. (1983). The Principles of Psychology. Cambridge: Harvard University Press. Schultz, D. P. Schultz, S. E. (2000). A History of Modern Psychology. Belmont: Wadsworth Thomson Learning.

Linear Programming: Advantages, Disadvantages and Strategies

Linear Programming: Advantages, Disadvantages and Strategies I LINEAR PROGRAMMING In a decision-making embroilment, model formulation is important because it represents the essence of business decision problem. The term formulation is used to mean the process of converting the verbal description and numerical data into mathematical expressions which represents the relevant relationship among decision factors, objectives and restrictions on the use of resources. Linear Programming (LP) is a particular type of technique used for economic allocation of scarce or limited resources, such as labour, material, machine, time, warehouse space, capital, energy, etc. to several competing activities, such as products, services, jobs, new equipment, projects, etc. on the basis of a given criterion of optimally. The phrase scarce resources mean resources that are not in unlimited in availability during the planning period. The criterion of optimality generally is either performance, return on investment, profit, cost, utility, time, distance, etc. George B Dantzing while working with US Air Force during World War II, developed this technique, primarily for solving military logistics problems. But now, it is being used extensively in all functional areas of management, hospitals, airlines, agriculture, military operations, oil refining, education, energy planning, pollution control, transportation planning and scheduling, research and development, etc. Even though these applications are diverse, all I.P models consist of certain common properties and assumptions. Before applying linear programming to a real-life decision problem, the decision-maker must be aware of all these properties and assumptions. The word linear refers to linear relationship among variables in a model. Thus, a given change in one variable will always cause a resulting proportional change in another variable. For example, doubling the investment on a certain project will exactly double the rate of the return. The word programming refers to modelling and solving a problem mathematically that involves the economic allocation of limited resources by choosing a particular course of action or strategy among various alternative strategies to achieve the desired objective. STRUCTURE OF LINEAR PROGRAMMING General Structure of LP Model The general structure of LP model consists of three components. Decision variables (activities): We need to evaluate various alternatives (courses of action) for arriving at the optimal value of objective function. Obviously, if there are no alternatives to select from, we would not need LP. The evaluation of various alternatives is guided by the nature of objective function and availability of resources. For this, we pursue certain activities usually denoted by x1, x2xn. The value of these activities represents the extent to which each of these is performed. For example, in a product-mix manufacturing, the management may use LP to decide how many units of each of the product to manufacture by using its limited resources such as personnel, machinery, money, material, etc. These activities are also known as decision variables because they arc under the decision makers control. These decision variables, usually interrelated in terms of consumption of limited resources, require simultaneous solutions. All decision variables are continuous, controllable and non-negative. That is, x1>0, x2>0, .xn>0. The objective function: The objective function of each L.P problem is a mathematical representation of the objective in terms of a measurable quantity such as profit, cost, revenue, distance, etc. In its general form, it is represented as: Optimise (Maximise or Minimise) Z = c1x1 + c2X2. cnxn Where Z is the measure-of-performance variable, which is a function of x1, x2 , xn. Quantities c1, c2cn are parameters that represent the contribution of a unit of the respective variable x1, x2, xn to the measure-of-performance Z. The optimal value of the given objective function is obtained by the graphical method or simplex method. The constraints: There are always certain limitations (or constraints) on the use of resources, e.g. labour, machine, raw material, space, money, etc. that limit the degree to which objective can be achieved. Such constraints must be expressed as linear equalities or inequalities in terms of decision variables. The solution of an L.P model must satisfy these constraints. The linear programming method is a technique for choosing the best alternative from a set of feasible alternatives, in situations in which the objective function as well as the constraints can be expressed as linear mathematical functions. APPLICATION AREAS OF LINEAR PROGRAMMING Linear programming is the most widely used technique of decision-making in business and Industry and in various other fields. In this section, we will discuss a few of the broad application areas of linear programming. Agricultural Applications These applications fall into categories of farm economics and farm management. The former deals with agricultural economy of a nation or region, while the latter is concerned with the problems of the individual farm. The study of farm economics deals with inter-regional competition and optimum allocation of crop production. Efficient production patterns can be specified by a linear programming model under regional land resources and national demand constraints. Linear programming can be applied in agricultural planning, e.g. allocation of limited resources such as acreage, labour, water supply and working capital, etc. in a way so as to maximise net revenue. Military Applications Military applications include the problem of selecting an air weapon system against enemy so as to keep them pinned down and at the same time minimising the amount of aviation gasoline used. A variation of the transportation problem that maximises the total tonnage of bombs dropped on a set of targets and the problem of community defence against disaster, the solution of which yields the number of defence units that should be used in a given attack in order to provide the required level of protection at the lowest possible cost. Production Management Product mix: A company can produce several different products, each of which requires the use of limited production resources. In such cases, it is essential to determine the quantity of each product to be produced knowing its marginal contribution and amount of available resource used by it. The objective is to maximise the total contribution, subject to all constraints. Production planning: This deals with the determination of minimum cost production plan over planning period of an item with a fluctuating demand, considering the initial number of units in inventory, production capacity, constraints on production, manpower and all relevant cost factors. The objective is to minimise total operation costs. Assembly-line balancing: This problem is likely to arise when an item can be made by assembling different components. The process of assembling requires some specified sequence(s). The objective is to minimise the total elapse time. Blending problems: These problems arise when a product can be made from a variety of available raw materials, each of which has a particular composition and price. The objective here is to determine the minimum cost blend, subject to availability of the raw materials, and minimum and maximum constraints on certain product constituents. Trim loss When an item is made to a standard size (e.g. glass, paper sheet), the problem that arises is to determine which combination of requirements should be produced from standard materials in order to minimise the trim loss. Financial Management Portfolio selection: This deals with the selection of specific investment activity among several other activities. The objective is to find the allocation which maximises the total expected return or minimises risk under certain limitations. Profit planning: This deal with the maximisation of the profit margin from investment in plant facilities and equipment, cash in hand and inventory. Marketing Management Media selection: Linear programming technique helps in determining the advertising media mix so as to maximise the effective exposure, subject to limitation of budget, specified exposure rates to different market segments, specified minimum and maximum number of advertisements in various media. (if) Travelling salesman problem The problem of salesman is to find the shortest route from a given city, visiting each of the specified cities and then returning to the original point of departure, provided no city shall be visited twice during the tour. Such type of problems can be solved with the help of the modified assignment technique. Physical distribution: Linear programming determines the most economic and efficient manner of locating manufacturing plants and distribution centres for physical distribution. Personnel Management Staffing problem: Linear programming is used to allocate optimum manpower to a particular job so as to minimise the total overtime cost or total manpower. Determination of equitable salaries: Linear programming technique has been used in determining equitable salaries and sales incentives. Job evaluation and selection: Selection of suitable person for a specified job and evaluation of job in organisations has been done with the help of linear programming technique. Other applications of linear programming lie in the area of administration, education, fleet utilisation, awarding contracts, hospital administration and capital budgeting. ADVANTAGES OF LINEAR PROGRAMMING Following are certain advantages of linear programming: Linear programming helps in attaining the optimum use of productive resources. It also indicates how a decision-maker can employ his productive factors effectively by selecting and distributing (allocating) these resources. Linear programming techniques improve the quality of decisions. The decision-making approach of the user of this technique becomes more objective and less subjective. Linear programming techniques provide possible and practical solutions since there might be other constraints operating outside the problem which must be taken into account. Just because we can produce so many units docs not mean that they can be sold. Thus, necessary modification of its mathematical solution is required for the sake of convenience to the decision-maker. Highlighting of bottlenecks in the production processes is the most significant advantage of this technique. For example, when a bottleneck occurs, some machines cannot meet demand while other remains idle for some of the time. Linear programming also helps in re-evaluation of a basic plan for changing conditions. If conditions change when the plan is partly carried out, they can be determined so as to adjust the remainder of the plan for best results. LIMITATIONS OF LINEAR PROGRAMMING There should be an objective which should be clearly identifiable and measurable in quantitative terms. It could be, for example, maximisation of sales, of profit, minimisation of cost, and so on, which is not possible in real life. The activities to be included should be distinctly identifiable and measurable in quantitative terms, for instance, the products included in a production planning problem and all the activities cant be measured in quantitative terms for example if labour is sick, which will decrease his performance which cant be measured. The resources of the system which arc to be allocated for the attainment of the goal should also be identifiable and measurable quantitatively. They must be in limited supply. The technique would involve allocation of these resources in a manner that would trade off the returns on the investment of the resources for the attainment of the objective. The relationships representing the objective as also the resource limitation considerations, represented by the objective function and the constraint equations or inequalities, respectively must be linear in nature, which is not possible. There should be a series of feasible alternative courses of action available to the decision makers, which are determined by the resource constraints. When these stated conditions are satisfied in a given situation, the problem can be expressed in algebraic form, called the Linear Programming Problem (LPP) and then solved for optimal decision. While solving an LP model, there is no guarantee that we will get integer valued solutions. For example, in finding out how many men and machines would be required lo perform a particular job, a non-integer valued solution will be meaningless. Rounding off the solution to the nearest integer will not yield an optimal solution. In such cases, integer programming is used to ensure integer value to the decision variables. Linear programming model does not take into consideration the effect of time and uncertainty. Thus, the LP model should be defined in such a way that any change due to internal as well as external factors can be incorporated. Sometimes large-scale problems can be solved with linear programming techniques even when assistance of computer is available. For it, the main problem can be fragmented into several small problems and solving each one separately. Parameters appearing in the model are assumed to be constant but in real-life situations, they are frequently neither known nor constant. Parameters like human behaviour, weather conditions, stress of employees, demotivated employee cant be taken into account which can adversely effect any organisation Only one single objective is dealt with while in real life situations, problems come with multi-objectives. II SITUATION ANALYSIS Phang furniture system Inc. (Fursys) manufactures two models of stools, Potty which is basic model and a better model called Hardy. SUPPLIES Maximum of 350 pounds plastic per day at the rate of $1.5 per pound by Keow supplies Up to 30 boxes of legs per day at the rate of $7.5 per box. Each box has 10 sets of legs by Yuen supplies Using linear programming the optimal production should be determined for maximum profit. Decision Variables The production units are in terms of number on daily basis. Therefore the decision variables are: Let, X1 = No. of Pottys production daily X2 = No. of Hardys production daily Objective Function The objective in the problem is to attain maximum profit. We have selling price for Potty and Hardy as $12.75 and $18. We need to calculate the unit profit gained by selling Potty and Hardy. Cost of production for 1 Potty = one pound plastic + one set of leg = ($1.5*1) + $0.75(1) = $2.25 Profit made by selling = $12.75 $2.25 = $10.5 Cost of production for 1 Hardy = 1.5 pound of plastic + one set of leg = ($1.5*1.5) + ($0.75*1) = $3 Unit profit made by selling Hardy = $18 $3 = $15 Constraints Plastic Potty requires one pound of plastic and Hardy requires 1.5 pound plastic. So the total plastic used daily is: (1)X1 + (1.5)X2 This plastic supply cant exceed the limit of 350 pounds daily, so constraint is (1)X1 + (1.5)X2

From Homer’s Odyssey to Star Wars - The Unchanging Path of the Hero Ess

From Homer’s Odyssey to Star Wars - The Unchanging Path of the Hero In the fiction world heroes have been one of the most entertaining figures. It has always been fun and interesting to read about heroic stories and about different obstacles that heroes had overcome. When someone mentions the word "hero" it is more likely to think of characters like Batman or James Bond, but it is for sure that if we had the chance to ask the same question centuries before, the answer would have been different. From comics or TV it is seen that heroes change physically and spiritually through time, but the heroic pattern stays always the same when moving from ancient times to today's heroes. The first hero whose pattern I am going to unfold is Oedipus. Just like all other heroes he lives an extraordinary experience which normal people would not live, and that is one of the reasons that the heroic pattern seems so appealing to people. People could read and think about the situations that would not happen in their life, and the situations which people would be interested to know about. Going back to the topic, it has been foreseen that he is going to kill his father and marry with his mother. In the story these events come true and Oedipus becomes the new King, but the gods of the city curses him and his city. After realizing his sin, he sacrifices his eyes and blinds himself Oedipus contains courage, strength and he makes the journey that most of the heroes go through. However it is not clearly visible as modem heroes and it carries more of a symbolic tissue. With information told by a fortuneteller his parents believe that Oedipus is going to kill them, so they decide to take in action before Oedipus and try to kill him. Oedipus escapes by... ...attern could change but there is a heroic pattern that always stays the same. Works Cited Star Wars, A New Hope George Lucas, Gary Kurtz. Mark Hamill, Harrison Ford, Carrie Fisher. Science‑ Fiction, 1977 Star Wars, the Empire Strikes Back George Lucas, Irvin Kershner. Mark Hamill, Harrison Ford, Carrie Fisher. Science‑ Fiction, 1980 Star Wars, the Return of the jedi George Lucas, Richard Marquand. Mark Hamill, Harrison Ford, Carrie Fisher. Science‑ Fiction, 1983 Batman Tim Burton. Michael Keaton, Jack Nicholson, Kim Basinger. Science‑Fiction, Fantasy, 1989 James Bond, Goldfinger Guy Hamilton. Sean Connery, Honor Blackman. Action, 1964 Green, Roger Lancelyn. Heroes of Greece and Troy, retold from ancient authors. New York: H.Z Walck, 1961 Hendricks, Rhoda A. Classical Gods and Heroes. New York: Ungar Pubs Co., 1972