Explain useful properties of low-discrepancy sequence theory
Explain useful properties of low-discrepancy sequence theory or quasi random number theory.
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The subject relates the distribution of points in an arbitrary no. of dimensions in order to cover this space as efficiently as possible, along with as little points as possible, as demonstrated in figure. The methodology is used in the evaluation of multiple integrals between other things. Such ideas would find a use in finance approximately three decades later.
Figure 1.1: They may not look like this, but all dots are distributed deterministically in order to have very useful properties.
The case study of an economic analysis is done for Schlumberger, oilfield Service Company. They are No. 1 in terms of market caps, revenue and employees globally. When any references are used/outside sources (except for Schlumberger's annual reports and financia
How can optimal capital structure be calculated?
ABC Corp. has a challenge: The CEO wants to set aside annual, end of year payments into a sinking fund account earning 5% over the next 6 years in order to retire $25 million in bonds that will be outstanding at that time. Determine the annual payment required each ye
Who were the creators of uncertain volatility model?
The reasonable thing to perform is to finance current assets that are collections and inventories etc. with short-term debt and fixed assets along with long-term debt. Is it correct?
Is there any indisputable model for valuing the brand of a company?
What do you mean by Earnings management and what are their actions and activities?
Is the market risk premium a parameter, for the world economy or for the national economy?
Capital formation: It is an increase in the stock of capital in particular period is termed as capital formation.
I read in a sentence passed through the Supreme Court that, so as to value companies, economic doctrine relies upon intermediary methods among ‘Anglo-Saxon’ theoretical models and the practical models common in the United
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