Icsdec 2012 2012
DOI: 10.1061/9780784412688.011
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Carbon Dioxide Emissions by the Transportation Sector in Kathmandu Valley, Nepal

Abstract: Kathmandu Valley (approximately 570 km 2 ) is the largest city and the capital of Nepal. In 1991, it had a population of 1.1 million. The population rose to nearly 2.5 million in 2011, with a population density of 4,386/km 2 . This is about 1.6 times the population density of an average Canadian urbanized area, which is 2,656/km 2 . The transportation sector is the largest source of air pollution in the valley. In 1990, there were 40,133 vehicles in the valley. This number reached 330,336 in 2011, an increase … Show more

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Cited by 31 publications
(50 citation statements)
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“…Currently, though, as Shrestha et al (2016) explain, there is greater potential for local communities to gain "less conflict and greater voice as well as greater ecosystems services" because "benefit sharing is increasingly defined as going beyond the mitigation of project impacts and beyond compliance to a situation where the local affected population directly benefits from the project." [51] (p. 7). A benefits' sharing partnership enables the local population to have an equity stake in the project and to strive for more socially just project outcomes for villagers.…”
Section: Benefits Sharingmentioning
confidence: 99%
“…Currently, though, as Shrestha et al (2016) explain, there is greater potential for local communities to gain "less conflict and greater voice as well as greater ecosystems services" because "benefit sharing is increasingly defined as going beyond the mitigation of project impacts and beyond compliance to a situation where the local affected population directly benefits from the project." [51] (p. 7). A benefits' sharing partnership enables the local population to have an equity stake in the project and to strive for more socially just project outcomes for villagers.…”
Section: Benefits Sharingmentioning
confidence: 99%
“…By using higher derivatives, the idea of a tangent line can be extended to the idea of polynomials of higher degree which are "tangent" in some sense to a given curve. This is accomplished by using a polynomial of high degree, and or narrowing the domain over which the polynomial has to approximate the function, see [5,11,13,14]. Narrowing the domain can often be done through the use of various addition or scaling formulas for the function being approximated.…”
Section: Approximation Of Polynomialsmentioning
confidence: 99%
“…Because of simplicity in form and applicability of well-known algebraical and analytical operational rules, polynomials are often used for such purposes, [1,9,11,13]. For a small interval of x values, differential calculus focuses on the construction and use of tangent lines at various values of x.…”
Section: Approximation Of Polynomialsmentioning
confidence: 99%
“…were the chief minerals exploited and utilized in those days. Subsequently, it was gradually abandoned due to three basic reasons: (a) Exhaustion of easily accessible top deposits (b) Lack of improved techniques (c) Negligence of the then ruling classes (Shrestha, 2004).…”
Section: Justificationmentioning
confidence: 99%