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5 Jun 2020: Knight Equity Markets, L.P., Jersey City, NJ 07310, USA. YGao@knight.com†Department of Informatics, Athens University of Economics and Business, Athens 10434, Greece. ... H(Y ) = limi. λH(Yi | Yi1,. , Y2, Y1). Therefore, the renewal entropy estimator

5 Jun 2020: and Elie Bienenstock 3. 1 Knight Equity Markets, L.P., Jersey City, NJ 07310, USA2 Department of Informatics, Athens University of Economics and Business, Athens 10434, Greece3 Division of Applied Mathematics ... H(Y ) = limi. λH(Yi | Yi1,. , Y2, Y1).

29 Apr 2014: and on the other, the variances andcovariances of asset returns, which could all be estimated very easily from market data7, therebyproviding a test of the CAPM analysis. ... 1.4 Equilibrium pricing. We cannot pass by this place without pausing to see

6 Jul 2024: Publications. Sense, nonsense and the S&P 500. LCG Rogers. – Decisions in Economics and Finance. ... LCG Rogers. – Mathematics and Financial Economics. (2018). 12,. 97. (doi: 10.1007/s11579-017-0198-8).

6 Jul 2024: E Frostig, SM Pitts, K Politis. – Insurance: Mathematics and Economics. ... SM Pitts, K Politis. – Insurance: Mathematics and Economics. (2008). 42,.

6 Jul 2024: PharmacoEconomics. (2012). 23,. 853. (doi: 10.2165/00019053-200523080-00010). Incorporation of uncertainty in health economic modelling studies. ... M Nuijten. – Pharmacoeconomics. (2012). 23,. 851. (doi: 10.2165/00019053-200523080-00009).

8 Feb 2010: 6. Write down the model and hypotheses for a test of homogeneity in a two-way contingencytable. ... Show that the likelihood ratio and Pearson’s chi-squared tests are identical to thosefor the independence test.

22 Jan 2022: Show also that. n=1(1)n1andiverges. [This shows that, in the alternating series test, it is essential that the moduliof the terms decrease as n increases.]. ... sequence. Prove that. j=1 ajbj converges. Deduce the alternating series test. Does the series.

18 Jan 2010: bndivergent. 9. (Abel’s test.) Let an and bn be two sequences and let Sn =n. ... Deduce the alternating series test. Does the series. n=1cos(n)n. converge or diverge?

15 Oct 2021: Consider the sequence of distributions. uM =. Mm=M. D|m|δm. Let φ D () be any test function. ... u1φ = (u1? φ̃)(0) = (u2? φ̃)(0) = u2φ. for any test function φ, thus u1 = u2.