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2 Oct 2023: Special No 1. Monday 2 October 2023. Vol cliv. pp. 1–97. Search. this special issue. specials for 2023-24. 2023-24. all issues. for. Proposed Roll of the Regent House. Registrary’s Notice and Proposed Roll of the Regent House. Registrary’s

2 Oct 2023: C A M B R I D G E U N I V E R S I T Y. REPORTERS p e c i a l N o 1 M o n d ay 2 O c t o b e r 2 0 2 3 Vol c l i v. P U B L I S H E D B Y A U T H O R I T Y. N o t i c e s. Roll of the Regent House 3Deputy Vice-Chancellors appointed 3Syndicates,

3 Oct 2023: the design process. Ka Ming Lie. March 2022.

3 Oct 2023: Kōi keishō to Fujiwara-shi : sesshō, kanpaku wa naze hitsuyō datta no ka. ... Shigoto kara mita "2020-nen" : kekkyoku, hatarakikata wa kawaranakatta no ka?.

3 Oct 2023: New eBooks. Added September-December 2022. Subjects:. African StudiesStephan F. Miescher. Indiana University Press, 2022. Platform: JSTOR. Africa Writes Back : The African Writers Series and the Launch of African Literature. James Currey ; portraits

17 Oct 2023: ARI's TAP access to the Gaia Archive. Unique source identifier (unique within a particular Data Release) Basis function coefficients for the BP spectrum representation Basis function coefficients for the RP spectrum representation

19 Oct 2023: Capital Account Liberalization and Poverty: How Close is the Link? Philip Arestis, and Asena Caner, Abstract The literature on the theoretical and empirical aspects of the relationship between finance and economic growth is both substantial and

19 Oct 2023: Minimising unwanted interactions between. CO2 and low-carbon energy policies: The. case of the Mexican electricity sector. M. A. Jano-Ito, D. Crawford-Brown, L. J. de Vries. C-EENRG Working Papers, 2019-1. October 2019. 2. Please cite this paper

19 Oct 2023: PhD Successes In line with our aim to foster researchers, there are a number of PhD students currently associated with the Centre: Yana Akhytrs’Ka: How can energy data analytics platforms

23 Oct 2023: Indeed, withk = t, we have:. Euler: un1 = (I kA)un, ez = 1 z O(z2);Implicit Euler: un1 = (I kA)1un, ez = (1 z)1 O(z2);.