Emil Grosswald
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Mathematician
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Mathematics
Emil Grosswald's Degrees
- PhD Mathematics University of Pennsylvania
Why Is Emil Grosswald Influential?
(Suggest an Edit or Addition)According to Wikipedia, Emil Grosswald was a mathematician who worked primarily in number theory. Life and education Grosswald was born on December 15, 1912, in Bucharest, Romania. He received a master's degree in both mathematics and electrical engineering from the University of Bucharest in 1933, spent six months in Italy and then received a Diplôme from École supérieure d'électricité in Paris.
Emil Grosswald's Published Works
Published Works
- The Theory of Partitions (1984) (2504)
- Representations of Integers as Sums of Squares (1985) (262)
- The student t-distribution of any degree of freedom is infinitely divisible (1976) (100)
- Topics from the theory of numbers (1966) (74)
- On Epstein's zeta function (1964) (47)
- On a theorem of Erdös and Szekeres (1958) (43)
- Comments on some formulae of Ramanujan (1972) (42)
- Addendum to: “On some algebraic properties of the Bessel polynomials” (1951) (34)
- ON BURGESS' BOUND FOR PRIMITIVE ROOTS MODULO PRIMES AND AN APPLICATION TO F(p) (1981) (23)
- A class of modified ζ and L-functions (1978) (20)
- Some theorems concerning partitions (1958) (20)
- Characterizations of the exponential distribution by relevation-type equations (1980) (18)
- Bessel polynomials and bessel functions: Differential equations and their solutions (1978) (18)
- Remarks concerning the values of the riemann zeta function at integral, odd arguments (1972) (16)
- Oscillation theorems of arithmetical functions (1967) (15)
- Collected Papers of Hans Rademacher (1975) (15)
- Recent Applications of Some old work of Laguerre (1979) (14)
- Dedekind-Rademacher Sums (1971) (14)
- Generalization of a formula of Hayman and its application to the study of Riemann's Zeta function (1966) (11)
- Positive integers expressible as a sum of three squares in essentially only one way (1984) (11)
- Arithmetic progressions consisting only of primes (1979) (11)
- Partitions into prime powers. (1960) (11)
- The average order of an arithmetic function (1956) (11)
- Dedekind Sums: REFERENCES (1972) (9)
- Imaginary quadratic fields with unique factorization (1962) (8)
- Arithmetic progressions that consist only of primes (1982) (8)
- On a Measure of Asymmetry of Convex Bodies (1962) (8)
- Negative discriminant of binary quadratic forms with one class in each genus (1963) (7)
- Alternative Methods for Evaluating rs(n) (1985) (7)
- The representation of integers by three positive squares (1959) (7)
- On some generalizations of theorems by Landau and Pólya (1965) (7)
- Dedekind-Rademacher sums and their reciprocity formula. (1971) (7)
- Reducible Rational Fractions of the type of Gaussian Polynomials with only Non-Negative Coefficients (1978) (6)
- An integrated lack of memory characterization of the exponential distribution (1981) (6)
- On the Structure of Some Subgroups of the Modular Group (1950) (5)
- On the integration scheme of Maréchal (1951) (5)
- On the Parabolic Generators of the Principal Congruence Subgroups of the Modular Group (1952) (5)
- Correction and completion of the paper “Generalization of a formula of Hayman” (1969) (4)
- Representations of Integers as Sums of an Even Number of Squares (1985) (4)
- Some number theoretical products (1987) (4)
- On a simple property of the derivatives of Legendre’s polynomials (1950) (4)
- Arithmetic progressions of arbitrary length and consisting only of primes and almost primes. (1980) (3)
- A Proof of the Prime Number Theorem (1964) (3)
- Elementary proofs in the theory of partitions (1963) (3)
- Contribution to the theory of Euler's function $\varphi \left( x \right)^1$ (1973) (3)
- Elementary Number Theory. By Charles Vanden Eynden (1989) (2)
- Transformations Useful in Numerical Integration Methods (1959) (2)
- Triangular Numbers and the Representation of Integers as Sums of Four Squares (1985) (2)
- Errata:``Reducible rational fractions of the type of Gaussian polynomials with only non-negative coefficients'' (Canad. Math. Bull. {f 21} (1978), no. 1, 21--30) (1978) (2)
- Correction and addition to “Some theorems concerning partitions”. (1960) (2)
- Rational valued series of exponentials and divisor functions. (1975) (2)
- Representations as Sums of Three Squares (1985) (2)
- Moments and orthogonality on the unit circle (1978) (1)
- Dedekind Sums: ARITHMETIC PROPERTIES OF THE DEDEKIND SUMS (1972) (1)
- Advanced Problems: 6205,6240-6245 (1978) (1)
- On the Genus of the Fundamental Region of Some Subgroups of the Modular Group (1952) (1)
- An orthonormal system and its Lebesgue constants (1981) (1)
- Generation of Squares with the Use of Nonlinear Resistors (1959) (1)
- Functions of bounded variation (1950) (1)
- Arithmetical functions with periodic zeros (1975) (1)
- Asymptotic properties of the BP (1978) (1)
- Legendre’s Theorem (1985) (1)
- Review: Loo Keng Hua and Yuan Wang, Applications of number theory to numerical analysis (1983) (1)
- Relations between the values of zeta and L-functions at integral arguments (1973) (1)
- The order of the zeta function in the critical strip (1956) (0)
- The Arithmetic of Number Fields (1984) (0)
- Elementary Number Theory.@@@Elementary Number Theory and its Applications. (1989) (0)
- Preliminaries to the Circle Method and the Method of Modular Functions (1985) (0)
- Formulas of rodrigues' type (1978) (0)
- The BP and continued fractions (1978) (0)
- BY RELEVATION-TYPE EQUATIONS (1980) (0)
- $L$-functions and quadratic fields with unique factorization (1966) (0)
- Relations of the BP to classical orthonormal polynomials and to other functions (1978) (0)
- Elementary Problems: E2743-E2748 (1978) (0)
- Properties of some arithmetic functions (1969) (0)
- The Problem of the Uniqueness of Essentially Distinct Representations (1985) (0)
- Advanced Problems: 6078-6083 (1976) (0)
- On the algebraic irreducibility of the BP (1978) (0)
- The Distribution of Primes and the Riemann Zeta Function (1984) (0)
- Representations of Integers as Sums of Nonvanishing Squares (1985) (0)
- Manual for the instructor (1982) (0)
- Fermat’s Equation (1984) (0)
- Gross Capital Stock and Net Capital Stock: The Simplest Case (1960) (0)
- Review: B. J. Birch, H. Halberstam, and C. A. Rogers, The collected works of Harold Davenport (1979) (0)
- Properties of the zeros of BP (1978) (0)
- Problems for Solution: 4877, 4887-4892 (1960) (0)
- Introductory Remarks and Notations (1984) (0)
- Expansions of functions in series of BP (1978) (0)
- On Sums Involving Binomial Coefficients (1953) (0)
- Primes in Arithmetic Progressions (1984) (0)
- Problems for Solution: E1401-E1405 (1960) (0)
- The galois group of B.P. (1978) (0)
- Introduction and Historical Background (1984) (0)
- On prime representing polynomials (1987) (0)
- Various Results on Representations as Sums of Squares (1985) (0)
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