This model naturally arises in an abundant number of applications in different fields of mathematics, economics and engineering.
The search of sharp estimates for the constants in the Bohnenblust Hille inequality, besides its challenging nature, has quite important applications in different fields of mathematics and physics.
Working with James W. Cogdell, his main collaborator over a quarter-century, starting in the mid-1970s, Dr. Piatetski-Shapiro shaped a proof of what is known as the Converse Theorem, which finds some deep relationships between different fields of mathematics.
It is a popular tool for proving the existence of solution of problems in different fields of mathematics.
It is singular if r ∈ D. Obviously, the singular integrals are more interesting to us because of their wide applications in different fields of mathematics and physics.
It is clear that the singular integrals are more interesting to us because of their wide applications in different fields of mathematics and physics.
There are special well-known regular summability matrices, Cesàro, Riesz, Nörlund, Euler, and Hankel matrices, which have various applications in different fields of mathematics and other sciences.
Statistical convergence has several applications in different fields of mathematics: summability theory, number theory, trigonometric series, probability theory, measure theory, optimization, and approximation theory.
Atiyah and Singer came originally from different fields of mathematics--Atiyah from algebraic geometry and topology, Singer from analysis.
More important, it indicates deep and fundamental connections between vastly different fields of mathematics.
It is a very popular tool for solving existence problems in many different fields of mathematics.
