Examples of using Theorems in English and their translations into Arabic
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Colloquial
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Political
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Ecclesiastic
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Ecclesiastic
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Computer
Map colour theorems.
And from them he proved,he deduced other statements or"propositions"(these are sometimes called"theorems").
Map colour theorems.
No matter how many reform theorems are advanced, the will has to come from the permanent members of the Council that wield the veto.
Applying Angle Theorems.
He wants to arrange and group these theorems together in such a way that they appear not only as correct but also as imperative and self-evident.
Mesh analysis Circuits Theorems.
Contains a collection of interesting and elegant theorems of the theory of analytic functions of a single variable.
Comparison with other metrization theorems.
Schauder published fixed point theorems for Banach spaces in 1930.
A second example that does not fit well into my categorization scheme is the PolyMath project, where researchers collaborated using blogs andwikis to prove new math theorems.
Mmm, I love cracking unprovable theorems in my free time.
One of the most important theorems of descriptive geometry is the so-called“Theorem of the three perpendicular”, It establishes a relation between two lines perpendicular when one of them is parallel to a plane of projection.
Several of his new ideas, problems and now famous theorems, originate from that period.
Using existance theorems for the solutions to differential equations, Fatou was able to prove rigorously certian results on planetary orbits which Gauss had suggested by only verified with an intuitive argument.
Peano had a great skill in seeing that theorems were incorrect by spotting exceptions.
After further papers on Diophantine equations andDiophantine approximation he wrote a series of five papers on Some metrical theorems in Diophantine approximation.
However with this modified axiom, many of the theorems of Volume 1 do not go through and Frege must have known this.
He tells us that he was in the habit of sending them statements of his latest theorems, but without giving proofs.
This social constructivist philosophy claims that both the theorems and truths of mathematics, and the objects of mathematics, are cultural products created by humans.
The metric geometry isapplied in Euclidean space is based on the theorems of Thales and Pythagoras.
Conservation laws can be formulated in terms of theorems that establish under what concrete conditions a given quantity is“conserved”(that is, it remains constant in value over time as the system moves or changes over time).
In mechanics of continuous media and mechanics of the rigid solid,vectorial theorems of conservation of momentum can be formulated.
Although mostly not in the form of completed proofs, Witten's ideas have triggered major mathematical developments by the force of theirvision and their conceptual clarity, his main discoveries soon becoming theorems.
He published his first paper on the topic Map colour theorems in 1890 when he pointed out the mistake in Kempe 's proof.
There is no attempt to present the material in a manner helpful to beginners,rather the material is a collection of mathematical theorems intended to be used by lecturers.
Again in 1938 Caccioppoli resumed the study of Riemann 's existence theorems, dealing with the existence of abelian integrals on a closed Riemann surface.
In Basso highlights Lambert's understanding of the main concepts of thedeductive-geometric methodology, namely axioms, postulates, theorems, problems, constructions, and logic.
He wrote textbooks on arithmetic,algebra and geometry with the aim of including only theorems which could be applied to the crafts.
When Corrado Segre submitted an article to Rivista di matematica Peano pointed out that some of the theorems in the article had exceptions.