Lamont is not unhappy: he keeps his mind active by solving stiff quadratic equations and fiddling with Cartesian co-ordinates.
"Literary Tours in The Highlands and Islands of Scotland" by Daniel Turner Holmes
There can be little doubt that Newton himself aimed his rule at the Cartesian hypothesis of Vortices.
"Logic, Inductive and Deductive" by William Minto
Cartesianism, which gave it an impulse, became inactive and contemplative in Mallebranche (1674).
"Priests, Women, and Families" by J. Michelet
After this he resided for some time in Switzerland, studying Cartesianism.
"A Short History of French Literature" by George Saintsbury
The general approval of the Cartesian school proved that this was a legitimate development of doctrine.
"Encyclopaedia Britannica, 11th Edition, Volume 5, Slice 4" by Various
I do not mean to identify the epistemological situation with the Cartesian disjunction.
"Creative Intelligence" by John Dewey, Addison W. Moore, Harold Chapman Brown, George H. Mead, Boyd H. Bode, Henry Waldgrave, Stuart James, Hayden Tufts, Horace M. Kallen
His principal work is a History of the Cartesian Philosophy.
"A Biographical Dictionary of Freethinkers of All Ages and Nations" by Joseph Mazzini Wheeler
It was to get over this very difficulty that the Cartesians invented the system of Occasional Causes.
"A System of Logic: Ratiocinative and Inductive" by John Stuart Mill
To pretend that they are atheists would be like saying they are anti-Cartesians.
"A Philosophical Dictionary, Volume 2 (of 10)" by François-Marie Arouet (AKA Voltaire)
Cartesian-Copernicans, 85-86, 91, 95, 98, 106.
"The gradual acceptance of the Copernican theory of the universe" by Dorothy Stimson
Its cartesian equation is x^3 + y^3 = 3axy.
"Encyclopaedia Britannica, 11th Edition, Volume 10, Slice 5" by Various
The Cartesian philosophy, in spite of its profound originality, and its wholly French character, is full of the Platonic spirit.
"Lectures on the true, the beautiful and the good" by Victor Cousin
There were two reasons why the older or Pre-Cartesian view of this question should give place to the modern doctrine.
"International Congress of Arts and Science, Volume I" by Various
It is convenient to use these rather than Cartesian co-ordinates.
"Encyclopaedia Britannica, 11th Edition, Volume 7, Slice 8" by Various
Amongst these we find the Cartesians, Boyle, Hoffmann, and Haller.
"Curiosities of Medical Experience" by J. G. (John Gideon) Millingen
This is the question, and I need not say it is a question not answerable on the Cartesian principle or method.
"The Catholic World. Volume II; Numbers 7, 8, 9, 10, 11, 12." by E. Rameur
Pascal also expresses the like displeasure against the Cartesian theory of the vortices.
"Plato and the Other Companions of Sokrates, 3rd ed. Volume II (of 4)" by George Grote
Monboddo, on Cartesian and Newtonian theories, ii.
"Plato and the Other Companions of Sokrates, 3rd ed. Volume IV (of 4)" by George Grote
To assert that they are atheists would be very much the same thing as to assert that they are anti-Cartesians.
"Expositor's Bible: The Epistles of St. John" by William Alexander
The chief content of the Cartesian system may be seen condensed in the following epitome.
"A History of Philosophy in Epitome" by Albert Schwegler
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Go back to the transformation (10) and pass there from the polar coordinates (r, φ) to the Cartesian ones (x1 , x2).
Dyon-Oscillator Duality
Savage, Symmetric measures on Cartesian products, Trans.
Invariant subspaces of Voiculescu's circular operator
First, one has to cut a hole in the computational domain that has a spherical topology and is therefore not well adapted to the Cartesian coordinates typically used.
Simple excision of a black hole in 3+1 numerical relativity
Excise a region adapted to Cartesian coordinates, i.e. excise a cube contained inside the horizon.
Simple excision of a black hole in 3+1 numerical relativity
For these terms use upwind along the shift direction (we use the standard 1D second-order upwind stencil in each of the Cartesian coordinate directions based on the sign of the corresponding shift component at each point).
Simple excision of a black hole in 3+1 numerical relativity
In our case this means: 1) excising a cube naturally adapted to the underlying Cartesian coordinates, 2) imposing a simple but stable boundary condition on the sides of this cube, and 3) using an upwind scheme instead of causal differencing.
Simple excision of a black hole in 3+1 numerical relativity
Also studied are certain tilings of the hyperbolic plane (see Section 4), and further examples can be obtained, e.g., by taking Cartesian products of other Cayley graphs (such as Tn × Z, the muchstudied example of Grimmett and Newman ).
Explicit isoperimetric constants and phase transitions in the random-cluster model
It is well known that canonical quantization leads to a theory consistent with experiment only if it is performed in terms of Cartesian coordinates and momenta.
Quantum Theory within the Framework of General Relativity
In Euclidean space this restriction does not present any problem since in this space the set of Cartesian coordinates is preferred (it can be selected unambiguously and equivalence within the set is ensured).
Quantum Theory within the Framework of General Relativity
Cartesian and the ﬁbers of the vertical maps are discs.
Ramification of local fields with imperfect residue fields
Cartesian, where the superscript log indicates the valued points as log schemes.
Ramification of local fields with imperfect residue fields
Cartesian basis vector e is the direction of displacement.
Gravitational radiation, energy and reaction on quasi-spherical black holes
To perform an actual sprinkling in a computer simuation is very easy if the geometry is ﬂat, since then coordinate values can be chosen uniformly at random in a Cartesian chart; if the geometry is curved, other well-known techniques can be applied (see, e.g., Ref. ).
Statistical geometry of random weave states
It can also be regarded as the Cartesian product of two complex planes, or C2 .
Bicomplex algebra and function theory
In our previous paper we developed adaptive mesh reﬁnement approach to the construction of initial data for black hole collisions on high resolution Cartesian meshes .
Local and global properties of conformally flat initial data for black hole collisions
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