Reply to: The case against urethral failure is not a critical factor in female urinary incontinence. Now what? The integral theory system. [PDF]
Neurourol Urodyn, 2022 DeLancey JO, Hokanson JA.
europepmc +1 more source
Excertos da Historia Keynesiana [PDF]
arXivThis article analytically describes the contributions of Keynesian theory in the post-World War I context, by means of a synoptic reading of the bibliographical sources indicated, the Keynesian theory within its own historical and philosophical context. The discussion covers the main concepts of his theory.
arxiv
Ensayos de Economía, 2007 I. Comentarios sobre las cuatro discusiones en la edición anterior de puntos de la teoría general, 209 - II. Ciertos puntos definitivos en los que el autor difiere con teorías anteriores, 212.
John Maynard Keynes
doaj
A arte da fuga: Os mecanismos da liquidez
Revista Crítica de Ciências Sociais, 2008 The idea of ‘liquidity’ as a feature of the ongoing phase of modernity, to be found in the most recent work of Zygmunt Bauman, invites a cross-reading of this author and Keynes.
José Maria Castro Caldas
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The Two Main Macroeconomic Theories of Keynes and Friedman and Their Use in the Economic Policy of the World's Major Countries and Russia. [PDF]
Stud Russ Econ Dev, 2022 Aganbegyan AG.
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T.S. Eliot, Post‐War Geopolitics and ‘Eastern Europe’
Critical Quarterly, Volume 66, Issue 3, Page 51-71, October 2024.
Juliette Bretan
wiley +1 more source
The Fountainpen and the Metronome: Bloomsbury Dancing, or not
Cahiers Victoriens et Edouardiens, 2005 When Lydia Lopokova, the Russian ballerina, married John Maynard Keynes, the world-famous economist, the match met with fierce disapproval on the part of his Bloomsbury friends.
Caroline Marie
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Islamic economics: Intertemporal prices, interest rates and discount rates
Economic Affairs, Volume 44, Issue 3, Page 582-588, October 2024.
Gerald R Steele
wiley +1 more source
Evaluation of the effectiveness of state aid offered to enterprises during the COVID-19 pandemic. [PDF]
Procedia Comput Sci, 2021 Łopatka A, Fedorowicz K.
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The Furstenberg-Sárközy theorem for polynomials in one or more prime variables [PDF]
arXivWe establish upper bounds on the size of the largest subset of $\{1,2,\dots,N\}$ lacking nonzero differences of the form $h(p_1,\dots,p_{\ell})$, where $h\in \mathbb{Z}[x_1,\dots,x_{\ell}]$ is a fixed polynomial satisfying appropriate conditions and $p_1,\dots,p_{\ell}$ are prime.
arxiv