"Subset sum problem" Essays and Research Papers

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    Bit-Sum Prime

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    Gems from the world of data structures and algorithms Bit-Sum Prime Difficulty level: moderate Every student‚ who has learned programming‚ must have written a program to determine whether a given positive integer is a prime number. Basically in order to determine whether a positive integer n is prime‚ we search for any number in the range [2‚ n − 1] which can divide n. Some of you would have designed a slighly better implementation where you search √ for any divisor of

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    HR SUM

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    you lose interest in no time. However‚ I was patient and most importantly determined to do what I have been assigned to do. On 14th October‚ 2013 I started off with unimaginable excitement that I will learn the basics of AI but there were few problems I encountered in my first experience of using Adobe Illustrator CS6. Firstly‚ I had to browse online extensively to find out if there were any professional institutes which can train me to use Adobe Illustrator CS6 within 3 months since that

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    The Sum Of A Homeric Hero

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    Hannah Marshall September 3‚ 2014 English4/ Dent Beowulf Essay The Sum Of A Homeric Hero The character of Beowulf projects your typical Homeric hero characteristics. In the poem Beowulf‚ written by an unknown Anglo-Saxon poet‚ the old fashion values and goals of an Anglo-Saxon every day Homeric heroes are well shown through the actions of Beowulf. The Values and goals that are a Homeric hero reminds us of how typical Vikings from the past days of 750 A.D. acted. Homeric heroes strive for goals

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    Non-Cartesian Sums

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    Jessica Smith Prof. Anderson PHIL 3741-001 31 January 2013 “Non-Cartesian Sums: Philosophy and the African-American Experience” Response In his article “Non-Cartesian Sums” Charles Mills claims how black philosophy differentiates from western (white) philosophy. My view on Charles Mills “Non-Cartesian Sums: Philosophy and the African-American Experience” is that here is a man who is trying to break down what African American philosophy is to the college student. I feel like this is much need;

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    Sum Things

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    forces and constraints‚ and the patterning of experience by location in the social structure. Present your understanding of this very sociological perspective. Use examples and readings to support your position. Illustrate your points by referring to a specific phenomenon. Many times when asked about aging‚ people will respond with the statement‚ "Aging is what you make of it." This statement places the responsibility to cope in society on the individual.... [tags: Papers] 717 words (2 pages)

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    Management and Lump Sum

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    and human resource management to help students grow their potential. ELIGIBILITY Graduation in any discipline or equivalent DURATION 2 years / 4 Semesters 4 PAYMENT METHOD Students can opt from either modes of payment of the fees Lump Sum Fees Scheme Registration Program Fee (Rs.) Fee (Rs.) Total Fee (Rs.) 10‚000 30‚000 40‚000 16‚000 10‚000 26‚000 b) One month after enrollment (Second Installment ------- 10‚000 10‚000 c) Two months after

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    Electromagnetic Spectrum 299‚792‚458 m/s – speed of light 186‚282 mile/s Speed of light = WL x Frequency C=(^)(v) Wavelength sa Electric field Band Designations: ELF- extreme low – 3-30hz SLF- super – 30-300hz ULF- ultra – 300hz-3khz VLF – very – (Vice Versa) LF – low MF – medium HF – VHF – UHF – SHF – EHF – 30-300ghz Standard Frequency JJY- japan – 40khz‚ 60khz MSF – Rugby‚England – 60khz‚5km‚3.1miles) WWVB‚ Colorado‚USA (60khz) HBG – Switzerland (75khz) DCF77 – main‚Germany (77.5khz) LORAN-

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    Partial Sums of Primes

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    Partial Sums of the Riemann Zeta Function Carlos Villeda December 4th‚ 2010 Chapter 1 Introduction 1.1 Riemann Zeta Function In 1859‚ Bernard Riemann published his paper “On The Number of Primes Less Than a Given Magnitude”‚ in which he defined a complex variable function which is now called the Riemann Zeta Function(RZF). The function is defined as: ζ(s) = Σ 1 ns (1.1) Where n ranges over the positive integers from 1 to infinity and where s is a complex number. To get an understanding of

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    Cogito Ergo Sum

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    material object since senses may be capable of deceiving us. So he rejects anything which should have the slightest cause of doubt ‚ to find if there is anything which is absolutely indisputable and obvious. It is then that he arrives at ‘Cogito Ergo Sum’ – I think therefore I am‚ for doubting is thinking and is linked to his existence. ‘I exist’ here means that ‘I exist as a thinking being’. Further he makes a distinction between mind and matter. He feels his thinking being is the mind‚ the self or

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    Cogito Ergo Sum

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    Jalissa Jimenez November 13‚ 2012 Prof. Rada Cogito ergo sum‚ a phrase that is said to be the fundamental element of western philosophy and what was the centerpiece of Rene Descartes’ epistemology. It is a simple statement but one that sets the standard for a principle upon which all knowledge is based. Many sources assess René Descartes to be the father of modern philosophy. In his lifetime he had made many noteworthy contributions to mathematics and physics. And there are of course his

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