Criticizing the Critics of Monetarism [PDF]
By the start of the twenty-first century monetarism – unlike a surprisingly adaptable Keynesianism – was being referred to in the past tense. For some people it was a convenient swearword, used to express their loathing for everything that had gone wrong (as they saw it) since conservative governments in the USA and the UK embraced free-market ...
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XXIV.—The African element in the fauna of India: a criticism of Mr. Wallace's views as expressed in the ‘Geographical Distribution of animals.’ [PDF]
W. T. Blanford
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Stationary solutions to the critical and super-critical quasi-geostrophic equation in the scaling critical Sobolev space [PDF]
We consider the stationary problem for the quasi-geostrophic equation with the critical and super-critical dissipation and prove the unique existence of small solutions for given small external force in the scaling critical Sobolev spaces framework. Moreover, we also show that the data-to-solution map is continuous.
arxiv
A better lower bound on average degree of k-list-critical graphs [PDF]
We improve the best known bounds on average degree of $k$-list-critical graphs for $k \ge 6$. Specifically, for $k \ge 7$ we show that every non-complete $k$-list-critical graph has average degree at least $k-1 + \frac{(k-3)^2 (2 k-3)}{k^4-2 k^3-11 k^2+28 k-14}$ and every non-complete $6$-list-critical graph has average degree at least $5 + \frac{93 ...
arxiv
An Address on the Present Aspect of Antiseptic Surgery: A Criticism on Sir Joseph Lister's Address at the Berlin Medical Congress, August, 1890 [PDF]
Lawson Tait
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On the critical branching random walk III: the critical dimension [PDF]
In this paper, we study the critical branching random walk in the critical dimension, $Z^4$. We provide the asymptotics of the probability of visiting a fixed finite subset and the range of the critical branching random walk conditioned on the total number of offsprings.
arxiv
Uniform Regularity Results for Critical and Subcritical Surface Energies [PDF]
We establish regularity results for critical points to energies of immersed surfaces depending on the first and the second fundamental form exclusively. These results hold for a large class of intrinsic elliptic Lagrangians which are sub-critical or critical.
arxiv
METHODS IN THE QUANTITATIVE ANALYSIS OF PLANT GROWTH—A REPLY TO CRITICISM [PDF]
George E. Briggs, C. West
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