Examples of 'poincaré' in a sentence
Meaning of "poincaré"
Poincaré may refer to Jules Henri Poincaré, a renowned French mathematician, physicist, and philosopher known for his contributions to various fields of science
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- A surname from French.
How to use "poincaré" in a sentence
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poincaré
Poincaré duality is extended to the relative case.
This result is summarized by the Poincaré lemma.
Poincaré believed that arithmetic is a synthetic science.
These isomorphisms are the isomorphisms of Poincaré duality.
Poincaré inquired into how ideas arise.
This assumption is abandoned in the Poincaré transformations.
Poincaré transformations are not dealt further in this article.
His goals were different from those of Poincaré.
Poincaré symmetry is the full symmetry of special relativity.
This is a generalization of the notion of a Poincaré map.
Poincaré could not know that.
Nonetheless it has become known after Poincaré.
Poincaré was unable to attend the debate because of health problems.
A hyperbolic triangle in the Poincaré disk model.
Poincaré did not like conferences.
See also
The perimeter of Poincaré has several notable craters.
Poincaré terms this the first crisis of mathematical physics.
A sampling is shown here with a Poincaré disk projection.
Poincaré held that convention plays an important role in physics.
Three ideal triangles in the Poincaré disk model.
Poincaré called it analysis situs.
This view is already found in Poincaré.
Poincaré on the future of mathematics.
Toulouse noted that Poincaré kept very regular hours.
Poincaré devised a new way of studying the properties of these equations.
One of these methods is the quantitative Poincaré plot analysis.
Poincaré dodecahedral space.
This time assumes a statistical model subject to Poincaré recurrence.
Poincaré half plane.
This consequently solved in the affirmative the Poincaré conjecture.
Poincaré disk model.
The group of these transformations is called the Poincaré group.
Poincaré recurrence theorem.
Dynamics of relativistic elementary particles is described by the Poincaré group.
Poincaré conjecture controversy.
Topology also includes the now solved Poincaré conjecture.
Poincaré recurrence map.
The result is the corresponding point of the Poincaré disk model.
Poincaré homology sphere.
It is attached to the northern part of the large walled plain Poincaré.
Poincaré first discovered automorphic forms as generalizations of trigonometric and elliptic functions.
It cangenerate and analyze any polarization state on the Poincaré sphere.
Poincaré showed that it was not possible to find an exact solution to the problem.
This group is a limiting case of the Poincaré group used in special relativity.
Poincaré actually developed the concept of these functions as part of his doctoral thesis.
They are then distributed over the Poincaré sphere according to a regular tetrahedron.
Poincaré was unhappy with the direction that the definition of functions had taken.
The notion of simple connectedness is also a crucial condition in the Poincaré conjecture.
Poincaré and le roy agree that geometrical conventions are chosen in accordance with convenience criteria.
Gray shows where the hyperboloid model is implicit in later writing by Poincaré.
