How can Amazon Web Services (AWS) reduce cost in the healthcare Term Paper

How can Amazon Web Services (AWS) reduce cost in the healthcare industry - Term Paper Example Additionally, the ever rising healthcare costs are one more concern that needs to be dealt with and also improving the quality of service to patients. Efforts are being made to try and reduce for patients and information technology acting as the primary enabler for this. It will be quite interesting to observe how these services will contribute towards and address these matters in the health industry. The aim of this paper is to discover the present-day state and trending of these services in the healthcare industry. Problem identification and definition Healthcare organizations and hospitals are experiencing difficult times, having to cope with increasing service and product demands within their inadequate budgets, while at the same time complying with healthcare restructurings and regulations. For all the inventions transforming the healthcare business, there is still one area where it remains nearly universally late; the application of information technology. Most healthcare syste ms are based on analogue workflows which comprises of paper-based health records, duplicated test results, and handwritten note which are usually inefficient and inconvenient in one way or another. As a result, information retrieval and updating remains slow, this in turn, leads to incompetent provision of treatment and patient care (Bower, 2012). Problem solution Amazon Web Services (also known as AWS) is a pool of remote computing services (that are also referred to as web services) that all together form a cloud computing platform and services, accessible over the Internet via Amazon.com (Tyrrell, 2009). Amazon Web Services provide a complete set of application services and infrastructure that enable one to run virtually anything in the cloud: this represents everything from big data projects and enterprise applications to mobile apps and social games. These services, to name a few include: the amazon simple storage services known as S3: Amazon S3 offers an extremely durable and accessible store for an assortment of content, extending from media files to web applications. It lets you offload your whole storage arrangement onto the cloud, where you can gain from Amazon S3’s pay-as-you-go pricing and scalability to manage your growing storage needs, distributing your content straight from Amazon S3. Another important service is the Amazon Elastic Compute Cloud, EC2, which allows the renting of virtual computers to, different users, which to run their personal computer applications. A user can launch, create and terminate server instances paying for the services by the hour therefore the term elastic. Another valuable amazon service is the database storage which enables users to store and access large amounts of data. Whether one is keeping pharmaceutical data for scrutiny and analysis, fiscal data for pricing and computation, photographs for resizing, S3 is the best location for storage of original content. One can then send these contents to EC2 for r esizing, computation, or other large scale analytics without sustaining any data transfer charges for transferring the data between the services. (Soman, 2011 Pp. 78) There is a lot of conversation on Amazon web services and how these services could be used in a way to benefit healthcare practices. The healthcare industry, through Amazon Web Services, is able to reduce costs, improve care, and realize business suppleness amongst other

Alien Social Scientist Essay Example | Topics and Well Written Essays - 500 words

Alien Social Scientist - Essay Example I wanted to understand why westerners spend so much time and energy on their physical grooming. What is the reason how they appear to their peers is so important for them? Therefore, in western cities like Miami which is flooded with people from a wide range of ethnicities, the residents mostly have no scarcity of basic necessities (like food) and hence have ample leisure time and money to spend towards other activities involving glamour and beauty. People in western cities like Miami try vigorously to maintain their status which often is a combination of physical appearance (even if they are obtained artificially through surgeries and waxing) and financial resources. The citizens here are motivated to keep the momentum going by looking great and acting decent. From small kids to adults, each person was willing to walk the extra mile to ensure that they attract recognition and prestige as per their respective plans (University of Alberta). I was surprised to see young people in Great er Miami so obsessed with beauty that they could spend hours in one still position without moving while applying makeup with the sole aim of the colleagues adoring their appearance. This patience is mostly observed while tattooing. Even men invest in shaving, grooming, expensive fashionable clothes, creams and cosmetic products and shoes.

Monochromatic and Dichromatic Light Wavelength Measurement

Monochromatic and Dichromatic Light Wavelength Measurement Monochromatic and Dichromatic Light Wavelength Measurement using Michelson Interferometer Alireza Safaripour[1] The current paper studies the theory, operation and applications of Michelson interferometer. After the introduction of the working concepts of the interferometer, the theory behind measuring the wavelength of monochromatic and dichromatic light using this interferometer is presented as two samples of its application. Furthermore, these measurements are performed on a simple Michelson interferometer using a Mercury lamp as the monochromatic light source and a Sodium lamp as the dichromatic one, and the results are compared to the actual values. The sources of errors are introduced and analyzed and finally, some sample results of Michelson interferometer are compared with the equivalent ones from Fabry-Perot interferometer. Keywords: Michelson Interferometer, Interference, Monochromatic Light, Dichromatic light, Wavelength Measurement, PACS: 95.55.Sh, 93.90.+y, 13.15.+g Introduction Interferometers are basic optical tools used to precisely measure wavelength, distance, index of refraction, and temporal coherence of optical beams. The Michelson interferometer causes interference by splitting a beam of light into two parts. Each part is made to travel a different path and brought back together where they interfere according to their path length difference. The Michelson interferometer, developed by Albert Michelson in 1881, the first American to win a Nobel Prize for science, is one of the best known of optical instruments used by physicists and astronomers [1]. It was developed to measure the standard meter in units of the wavelength of the red line in the cadmium spectrum [2]. Some of the parameters that can be measured using this instrument are: 1) the wavelength of a light source, 2) the index of refraction of a material, 3) the width of a spectral line, and 4) the Earth’s motion through the â€Å"aether†. The last item refers to the Michelson-Morley experiment, a failed attempt to demonstrate the effect of the hypothetical aether wind on the speed of light, which along with other experiments, showed that ether does not exist and that electromagnetic waves can propagate in a vacuum [3]. Their experiment left theories of light based on the existence of an aether without experimental support, and served ultimately as an inspiration for special relativity [4]. Michelson interferometer has also been used in Fourier transform spectroscopy, detection of gravitational waves and as a narrow band filter. The current paper first goes over the working principals and background theory of the Michelson interferometer and as a sample of its application, some details regarding wavelength measurements are explained. In the next sections, the procedure and results of monochromatic and dichromatic light wavelength measurement performed by the author in Optics Laboratory of Department of Physics and Astronomy at Michigan State University are presented and discussed. Theory A simplified diagram of a Michelson interferometer is shown in the FIG. 1. Light rays coming from a monochromatic source S are incident with a 45 ° angle on a beam splitter (BS) and produces two beams of equal intensity. The transmitted fraction of the beam (T) travels to mirror M1 and reflects back to BS. Half of this incoming beam is again reflected by BS and hits the screen, E. The reflected half of the original beam (R) reflects from mirror M2, and likewise, half of this ray goes through BS and reaches the screen. It is worth mentioning that since the beam splitter reflects the beams from its farther surface from the source, the portion of the rays that reflect from M2 passes through the BS three times, while the lights going towards M1 only pass through BS once. This difference can cause an unwanted optical path difference between the two rays, and to compensate for this effect, a glass surface of the same thickness and index of refraction (CP) is placed between M1 and BS. The two portions of the original beam meet at the surface and their interference produces interference fringes at the screen. The angles of M1 and M2 ­ can be adjusted to create circular, curved or straight fringes. Interference of Waves With a Single Frequency As shown in FIG. 2, looking at the screen, one beam comes from M2 and another beam seems to come from the virtual image of M1, which can be called M1. When there is a difference between the distances of the two mirrors, there would appear to be the same distance, d, between M1 and M2. Considering a beam coming from a source point S, the reflections form M1 and M2 appear to come from the points S1 and S2 respectively. The optical path difference between these two points can be found to be: where Δx is the optical path difference, d the distance between the two mirrors and ÃŽ ¸ the angle of observation. When the light that comes from M1 undergoes reflection at BS, a phase change of Ï€ occurs, which corresponds to an additional phase difference of Ï€. Therefore, the total phase difference between the two beams is where Δà Ã¢â‚¬ ¢ is the phase difference, k the wavenumber and ÃŽ » the wavelength of the light. The condition for destructive interference or dark fringes is then When the mirror separation and light wavelength remain constant, for a specific order m, the angle of inclination stays constant which results in circular fringes that are called fringes of equal inclination, or Haidinger fringes. If the two mirrors have the same distance from the beam splitter, the phase difference between the interfering beams will be equal to Ï€ because of the phase change due to reflection, and this causes destructive interference or dark fringes at the center of the field. According to equation (5), an increase in the separation distance of the mirrors, results in new rings appearing from the center at a faster rate the rings going out of the field of view, and this makes the field of view more crowded and the rings become thinner as they go outward. Similarly, when the separation is decreased the rings appear to move towards the center and as they do, they become wider and sparser. Since appearance or disappearance of a fringe means that a distance of ÃŽ »/2 has been moved, if the mirror is moved a distance d, and the number of fringes that appear or disappear is counted, N, the wavelength of the light can be found. Interference of Waves with Two Frequencies Considering the case for when there are two wavelengths, ÃŽ »1 and ÃŽ »2 present in a dichromatic light source, the two interference patterns are dictated by equation (5) and are superimposed at the detector. The maxima in the combined interference patterns then, occur at displacements when each separate interference pattern is maximized, that is, when the optical path difference is an integer multiple of both ÃŽ »1 and ÃŽ »2. The minima of the combined interference patterns occur directly between the maxima for symmetry reasons. Supposing d1 is a displacement which gives maximal (or minimal) fringe visibility in the field of view, then the next displacement which gives maximal fringe visibility occurs when for some integer n. In words, it is required that the shorter wavelength wave shift one fringe more than the more slowly varying long wavelength in the course of a full period of beats. This can be solved for n as and subsequent substitution of equation (8) back into equation (7) gives By donating ÃŽ »ave as the average wavelength, if the wavelength separation is small, the small quantities à Ã‚ µ and ÃŽ ´ are defined [5] Assuming the intensities of the two wavelengths are equal Then, And finally This gives a way of determining the wavelength separation given the average of the wavelength. If it is assumed that the intensities are approximately the same, then the average is centered between ÃŽ »1 and ÃŽ »2. Procedure A schematic of the experimental setup is presented in Fig. 3. The first light source of the experiment was a Mercury lamp with a wavelength of 546.1 nm and a green color. The angle of the stationary mirror was constantly adjusted during the experiment to ensure that the center point was in the field of view. In the first part of the experiment it was attempted to measure the wavelength of the green light produced by the mercury lamp. In order to do that, the movable mirror was slowly moved from a starting position and the number of fringes coming in or going out was counted. The position where the 50th fringe was counted was recorded as the distance d and equation (6) was used to estimate the wavelength of the light. It was noted that the micrometer was attached to a 5:1 lever which meant that the readings of the micrometer should be divided by 5 to show the actual displacement of the mirror. Since the accuracy of the micrometer was 5 micrometers, the accuracy of displacement readings was 1 micrometer. As the last part of the experiment a yellow Sodium lamp was used that emitted two very closely spaced yellow lines at 589.0 nm and 589.6 nm. A similar procedure to the Hg lamp was used to estimate the average wavelength of the light by counting 50 fringes and measuring the distance. The beating phenomenon resulting from these two close wavelengths were observed and the distance between two consecutive minima points (where the fringes were very blurry an almost unrecognizable) was measured. The number of fringes that would happen during this distance was estimated by extrapolating the distance that the 50 fringes were measured for and equations (8) and (14) were used to calculate the difference between the two present wavelengths. The uncertainties in calculating this difference was also estimated. Results and Discussion In order to measure the wavelength of the green light produced by the Hg lamp, the displacement that caused 50 fringes between them was measured. The micrometer was set at 11.00 mm as the starting point and after counting 50 fringes entering the field of view, the reading of the micrometer was 11.07 mm. Since the smallest unit of measurements was 0.01 mm or 10  µm, the uncertainty of this readings was assumed to be 5  µm. It was noted that since the micrometer was connected to the mirror through a 5:1 lever, the actual displacement of the mirror was one fifth of this reading. Then, equation (6) was used to calculate the wavelength To calculate the uncertainties The known value of the wavelength of this green light, 546.1 nm is within the errors of this measurement and a 2.5% difference was seen between the known and measured values which is a relatively small error. A similar procedure was carried out to measure the average wavelength of the dichromatic light. Once again, the point of 11.00 mm was selected as the starting point and after counting 50 fringes, the finishing point was again very close to 11.07 mm. Then, by applying the same calculation method the value for measured wavelength and its uncertainty were found. Similarly, the actual known values for this light, 589.0 nm and 589.6, are within the bounds of uncertainty and show a 5% difference from the measured value. As the next step, in order to find the difference between the two present wavelengths in the light, the distance between two minima points in the beating phenomenon was measured. The point of minima was found by looking at the fringes and choosing the point that the fringes were the least visible. The two consecutive readings from the micrometer for the minima points were 15.15 mm and 16.62 mm. Using equation (14) and putting the measured value for wavelength The uncertainty in this calculation can be found from And the known value of this difference, 0.6 nm, is within the range of uncertainty. Some of the sources of error in this measurements include the accuracy of the micrometer, the backlash of the micrometer, the quality of the mirrors and their respective reflection coefficient. Another issue with the Michelson interferometer is that the width of the fringes are relatively broad and that makes this device less accurate. Using a similar concept, Fabrey and Perot introduced a new interferometric device in 1897 that could improve some of the issues observed in Michelson interferometer. Simply, in Fabrey-Perot interferometer the light passes through a pair of parallel mirrors and undergoes multiple reflection and the interference of these light rays creates highly well-defined interference fringes. The main advantage of this new interferometer was that the fringes were significantly thinner and this meant higher accuracy in measurement and resolving ability. As an example, FIG. 4 compares the monochromatic and dichromatic fringes observed each of the Michelson and Fabrey-Perot interferometers. It is evident that the broader fringes in Michelson interferometer results in the dichromatic fringes in (b) being undistinguishable. Conclusions The Michelson interferometer was investigated and its working concept and two sample applications of this device were practically examined. The wavelength of the green light produced by the Hg lamp was measured using this interferometer to be 560.0 ±40.4 nm which was close to the actual value of the wavelength, 546.1 nm, and with only a 2.5% difference between the experimental and known value. As another example application, the difference in the two present wavelengths in a yellow light produced by a Na lamp were measured and the beat phenomenon was observed. The difference was found to be 0.533 ±0.077 nm and was very close to known value of 0.6 nm. The accuracy of the micrometer, the backlash in micrometer, the quality of the mirrors and the splitters were discussed as some of the possible sources of error in measurements. It was also pointed out the breadth of the fringes in Michelson interferometer is one of the inherent causes of limited accuracy of this interferometer. Finally some sample results from Michelson and Fabry-Perot interferometer were compared to further show the inaccuracy of Michelson interferometer in measuring two very close wavelength in a dichromatic light. References [1] Electronic mail: [emailprotected] [2] http://www.egr.msu.edu/me/

My Teaching Philosophy Essay example -- Philosophy of Teaching Educati

My Teaching Philosophy All of my life I have enjoyed helping others. I have also loved the classes I have had with a really good teacher. I think it’s a wonderful feeling to be able to help someone and to know that there is someone there to help me when I need it. I want to help teach the future leaders of this country, as well as those content with just being themselves and staying out of trouble. I honestly believe in Rosseau’s idea that children are born good and that things in society contribute to whether or not they are troublesome. I want to help these children remain good. Although I plan to teach at the high school level, I still believe these â€Å"bad† children can be helped with the proper attention and care. I also believe that the nature of knowledge is neither relative nor absolute but a combination of both. There are some things that people learn only because they are taught. These things would include learning the Presidents of the U.S., the correct comma usage, a foreign language, etc. There are other things that children discover on their own or through the help of their peers. Things like the current fashion treads, valuable lessons or trust and loyalty, social skills, etc. These are reasons why a combination of cooperative learning and direct teaching techniques should be used. The overall purpose of education is to help our future generations succeed at whatever it is they’re good at. Education is essential to ru...

Milton Friedman’s Influence on Macroeconomics

INTRODUCTION:Milton Friedman was an American economist as well as being a public intellectual. He was born in 1912 and died at the age of 94 in 2006. He was an ardent advocate of economic freedom as well as personal liberty. Before his death Friedman was one of the most influential scholars and figures of authority in the fields of microeconomics, statistics, and economic history as well as the field of macroeconomics, which happens to be the field of study.THESIS STATEMENT:Milton Friedman, although unfortunately bereaved, was one of the most influential economics of all time. Many economists as well as economies big and small have adapted to the teachings of Friedman. Why has this been so? In trying to analyze this paper, I will look at some of the major contributions of Friedman to the field of macroeconomics.ANALYSIS:Macroeconomics is a sub-discipline in the field of economics. It concerns it self with the structure, performance and the behaviors of national economies. It seeks to find out the determinants of the aggregate movements within the economy.Macroeconomics gives specific attention to inflation, unemployment, international trade, investments and the national income.On the other hand, Microeconomics is the branch of economics that concerns itself with the processes that firm's, households and individuals concerns themselves in allocating limited resources. In this sense microeconomics scrutinizes how these decisions affect the demand and supply schedules and helps determine not only the prices but also how these prices influence the supply and demand of goods and services in any given market segment.Macroeconomics is generally divided in to two major areas of study; the business cycle   which concerns itself mainly with the consequences and causes of the of short term fluctuations in national income and the determinants of the long run economic growth (increases in the national income).As thus, the field of macroeconomics is of paramount importance in designing, developing and evaluating strategies and policies not only for governments but also for large corporations like Sony and Toyota.Macroeconomics concerns itself with economic aggregates of the nation’s economic activities. On this field, macroeconomics concerns itself with issues of government actions (spending and taxation), issues of unemployment, inflation as well as general economic policies.CONCERNING FRIEDMAN:Friedman for a long time worked in isolation. Until the late 70s, many scholars especially in the field of economics met Friedman’s work with a lot of hostility.Milton Friedman was an ardent opponent to the Keynesian economics; Milton led the â€Å"Monetarist school† commonly referred to the Chicago School against the Keynesian school of economics.Friedman's contributions include the â€Å"Permanent Income Hypothesis† on consumption (1957), in addition to this there was the formulation of risk-aversion and risk-proclivity (1948); h e was also influential through his evolutionary theory on the theory of the firm,  Ã‚   including his own propositions for a â€Å"positivist† methodology in economics (1953).Friedman was key influential in macroeconomics especially in attacking the Keynesians on their view of the IS-LM analysis. In this attack, Friedman wanted the Keynesians not to ignore money matters in their analysis.  He was critical in pinpointing the importance of a laissez-faire economy, but he still held the proposition that concrete policies need to be operational within the economy for there to be harmony in the economy.In essence, the works and teachings of Friedman came to be an influential part of modern economics especially after the Keynesian analysis failed to offer a solution to the 1970s crisis because of the prevalent cost-push inflation and the inability of Keynesians to offer a solution to the increasing wages and prices.  Friedman scathingly attacked the Keynesians for failing to debate or offer directions on the need for competitive markets, this Friedman said was the reason why there had emerged larger monopolies within the 50s and the 60s which led to the ensuing stagflation.In addition to this, Friedman together with other scholars from the Chicago school provided evidence to prove that within competitive markets the price system could effectively and efficiently to allocate scarce resources. In his own words, Friedman claimed that the price system plays the following roles: firstly, the price system provides incentives for the adoption of the least costly methods of production. The price system also helps in   using available resources for the best use available, in addition the price system is used to transmit information on production, available resources and tastes, on top of this the prices can be used to determine the distribution system â€Å"who gets what when and how†.Friedman was also influential in designing test theories. On this iss ue, Friedman held the opinion that economists should only invoke the predictive ability of the theory and not the descriptive realism of the theory. Friedman was also influential in proposing that governments use countercyclical budget policies.CASE ANALYSIS: JAPANS MACROECONOMIC POLICIES:Japan is the world’s second largest economy from the United States. It is a market economy just like the United States although geographically it is very small. Japan is an industrial state although it relies mainly on imported raw materials for its industries. As thus, Japan is highly dependent on the nature of international trade and this means that Freidman’s analysis of price theories, inflation and free trade has a huge impact within the Japanese macroeconomic policies.Within Japan, the economy has followed the teachings of Friedman in the following ways. Firstly, the country has realized the importance of laissez faire economics. For this reason, given that the country relies mo stly on imported raw materials for its industries have, been one of the major advocate’s free trade. This has been commissioned in many ways including being one of the influential members of the world trade organization.  Secondly, the country has adopted Friedman’s teachings in the way the country designs its fiscal policy; this has been done mainly by changing the composition of public spending instead of expanding it.Thirdly, the countries central bank, the bank of Japan has also followed Friedman’s rules in inflation targeting and interest rate benchmarking.  In addition to these, the Japanese cabinet especially in recent years has been very vocal in trying to push for structural reforms as well as the adoption of stringent business policies especially in the financial sector that has been affected by banking crisis for a very long time.Concerning the activities of the bank of Japan, it is important to note that for a long time now the bank has been stea dily increasing the money supply. This is intended to contain inflation as well as being a way of supporting the fiscal policy. In addition to this, the Japanese economy has been under a condition of a liquidity trap.  Ã‚  According to the monetarist theory, mainly influenced by Milton Friedman, a country would most likely move out of a liquidity trap by turning to the printing press or increasing the money supply. In order for Japan to move out of the liquidity trap, the bank of Japan has resulted to the printing press as well as the purchase of Japanese government’s treasury bonds. These are all monetarist activities and they go on to show us how the Japanese economy has gone in line with the teachings of Milton Friedman.CRITICISMS:Although Friedman was very influential on the field of macroeconomics, very many different schools of thought have criticized, or have held different views from those of Friedman. These include the Marxists, the Keynesians and neo-Keynesians.Th e Keynesians and neo-Keynesians advocate for a mixed economy. In this view, they consider an equally important role to be played by both the private sector and the government. . Thus Keynes believed that the government was responsible for not only helping the economy rise out of a depression by increasing aggregate spending but also it could increase general levels of investments by pumping more money into the economy, then the citizens are encouraged to spend more because more money is in circulation.   Once this is done then People will start to invest more, and the economy will react by increasing productive ventures.Thus, Keynes argued that government investment in public goods that will not be provided for by the market would encourage the private sector's growth. This would include government spending on such things as basic research, public health, education, and infrastructure.  On the other side, the Marxists beliefs in a social state where neither the government nor th e market takes control. Karl Marx believed that the state was a manifestation of the ruling class, in many instances he claimed, that the ruling class was the bourgeoisie (owners of the means of production). Whose aim was self-enrichment under such a state developments of either the infrastructure or education would be done if it were to their benefit and not to the benefit of the workers (Proletariat).CONCLUSION:The works of Milton Friedman will continue to hold the field of economics for a long time to come, especially in these days of globalization and increasing interdependence of states.REFERENCES:Hadjimichalakis M. (1982) Modern Economics, Prentice Hall Publishers, New JerseyH. Stratton (1999) Economics: A New Introduction, Pluto Press, USAMartin U. (1976) Agricultural Production Economics and Resources Used, Oxford University Press, OxfordPaul Anthony Samuelson (1964) Economics, McGraw-Hill publishers, USAThomas A. and Paschal Francis (1995) Beyond Rhetoric and Realism in Eco nomics: Towards a reformulation of economic methodology, Rout ledge, UK  Ian Livingstone (1970) Economics and Development: an introduction, Oxford University Press, OxfordJay M. Shafritz, Philip H. Whitbeck (1978), Classics of Organization Theory, Moore Pub Co, (Original from the University of Michigan).

Kal Gourav Madhusudan Das

Utkal Gourav Madhusudan Das [pic] Madhusudan Das popularly known as Utkal Gourav, was born on 28th April 1848 in the village of Satyabhamapur, 20 kms away from Cuttack, Odisha. His father’s name was Choudhury Raghunath Das and his mother’s name was Parbati Debi. He had two older sisters and a younger brother named Gopalballabh. Madhusudan Das had his primary education in the village high school learning all subjects including Persian. After his primary education he went to Cuttack High School (later known as Ravenshaw Collegiate School) and completed his secondary education.Later he went to Calcutta (now known as Kolkata) to pursue his MA and BL degrees. He stayed there for fifteen years and then returned to Cuttack and started his legal practice. He was the first Odia to get the Degree of M. A. B. L. from Calcutta University. He was not only a lawyer but he was also a social reformer and a patriot. He worked hard for the social, political and economical upliftment of t he people of Eastern India. He was the founder of â€Å"Utkal Sammilani† which brought the revolution in the social development of Odisha.He gave away all his earnings generously for the higher education of poor children. He became a popular person among the Odia peoples. Many common people of Odisha called him as â€Å"Madhu Babu†. He was an admirable personality holding many high positions and honours in his entire life span. During the British rule Odisha was divided into four different States. To bring Odisha under one independent rule, he organised â€Å"Utkal Samilani† in the year 1903 and started a revolution called â€Å"Desha Mishrana Andolan†, that resulted in the emergence of Odisha as a new State.Apart from this he was also a writer and has written many famous articles and poems in both Odia and English language. The famous poems of Madhusudan Das are â€Å"Jati Itihash†, â€Å"Utkal Santan†, â€Å"Jananira Ukti† etc. Deat h Utkal Gourav Madhusudan Das died at the age of 85, on 4th February 1934. He till the last moments of his life dedicated himself for Odisha. His immense contribution towards the State and Nation would be admired forever and he will continue to remain as a source of motivation for the younger generations to come.