Sentence examples for in connection with a problem from inspiring English sources

Alonzo Church, in his comments to the Congress in Moscow, suggested that the "Gödel-Cohen results and subsequent extensions of them have the consequence that there is not one set theory but many, with the difference arising in connection with a problem which intuition still seems to tell us must 'really' have only one true solution".

But he also seemed typically to regard it in connection with a problem of drawing conclusions on the basis of taking samples.

Belevitch introduced the mathematical concept of conference matrices in 1950, so called because they originally arose in connection with a problem Belevitch was working on concerning telephone conferencing.

For the equation (Δ+c) u=uα, whereΔis the Beltrami Laplace operator on a complete Riemannian manifoldE, strictly positive solutions inEwere studied in connection with a geometrical problem: Which two functions represent scalar curvatures of two Riemannian metrics related by a conformal mapping (see [1] and references there)?

More recently, research has revealed the possibility of additional important roles of the vitamin, in connection with a variety of health problems such as cancer and infectious, cardiovascular and autoimmune diseases [ 1].

A few hundred years later, Euclid gave the first written description of the golden ratio in connection with the problem of dividing a line segment into two unequal parts, such that the whole is to the long part as the long is to the short.

Although the "cat paradox" is usually cited in connection with the problem of quantum measurement (Measurement in Quantum Theory) and treated as a paradox separate from EPR, its origin is here as an argument for incompleteness that avoids the twin assumptions of separability and locality.

During the summer of 1873, these emotions boiled over in connection with the problem of Korea.

This is in connection with the problem of where they may be allowed to relax daring the summer.

The British mathematician George Boole at about the same time used combinatorial methods in connection with the development of symbolic logic, and the combinatorial ideas and methods of Henri Poincaré, which developed in the early part of the 20th century in connection with the problem of n bodies, have led to the discipline of topology, which occupies the centre of the stage of mathematics.

In connection with the problem of G. L.Forti in the 13st ICFEI we consider the common stability for the systems offunctional equations and our aim is to establish some commonHyers-Ulam-Rassias stability for systems of homogeneous linear functionalequations.