Примери за използване на Algebraic functions на Английски и техните преводи на Български
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Following the lead of Luigi Cremona, Noether studied the invariant properties of algebraic functions during certain transformations.
In 1874 he published a joint work with Max Noether on properties of algebraic functions which are invariant under birational transformations.
Hesse's mathematical works are important for the development of the theory of algebraic functions and of the theory of invariants.
Having established this in four papers, Liouville went on to investigate the general problem of integration of algebraic functions in finite terms.
Having established this in 4 papers, he went on to investigate the general problem of integration of algebraic functions in finite terms.
He wrote an important paper with Dedekind in 1882 in which they examined algebraic functions from an algebraic rather than analytic point of view.
an extremely important survey of the development of the theory of algebraic functions.
In this book the author develops systematically the theory of fields R of algebraic functions of one variable over arbitrary fields K of constants….
From the standpoint of the theory of algebraic functions which are defined by Riemann surfaces,
Also important are Plemelj's contributions to the theory of analytic functions which he developed while investigation the problem of uniformization of algebraic functions[2]:-.
In particular, his interest in topology came from an attempt to study algebraic functions of two complex variables by means of generalized(four dimensional) Riemann surfaces.
which saw Weber doing important work on algebraic functions.
He received many awards for his work including the first Chauvenet Prize in 1925 from the Mathematical Association of America for his article on Algebraic functions and their divisors.
which saw Weber doing important work on algebraic functions.
with integration arguments that are algebraic functions of the original arguments.
table construction of integrals for eighteen classes of algebraic functions led Newton to say.
The work of Professor Fields on algebraic functions must be regarded as the development
Galois formulated the basic theorems on integrals of algebraic functions, which were rediscovered much later in the works of B. Riemann.
He wrote an important paper with Dedekind, Theorie der algebraischen Funktionen einer VeränderlichenⓉ, published in 1882 in Crelle's journal, in which they examined algebraic functions from an algebraic rather than analytic point of view.
Other books by Cohn include Skew field constructions(1977), Algebraic numbers and algebraic functions(1991), Elements of linear algebra(1994)