Lee A. Rubel

发表

On the Ring of Differentially-Algebraic Entire Functions

Lee A. Rubel, 1992, J. Symb. Log..

Difference Sets and Computability Theory

Zoltán Füredi, Rodney G. Downey, Carl G. Jockusch, 1998, Ann. Pure Appl. Log..

Advanced Problems: 6392

C. Ward Henson, Lee A. Rubel, Bruce Reznick, 1982 .

Entire functions: by A. I. Markushevich, Russian translation by Scripta Technica, Inc., 103 pages, 6 × 9 in. New York, American Elsevier Pub. Co., Inc., 1966. Price, $6.50

Lee A. Rubel, 1967 .

Elementary Problems: E3243-E3248

Paul Erdös, Solomon W. Golomb, Lee A. Rubel, 1988 .

Digital simulation of analog computation and Church's thesis

Lee A. Rubel, L. Rubel, 1989, Journal of Symbolic Logic.

Dual Space Topologies

Lee A. Rubel, D. H. Luecking, 1984 .

Difference sets and inverting the difference operator

Zoltán Füredi, Carl G. Jockusch, Lee A. Rubel, 1996, Comb..

A survey of transcendentally transcendental functions

Lee A. Rubel, L. Rubel, 1989 .

The Extended Analog Computer

Lee A. Rubel, L. Rubel, 1993 .

Advanced Problems: 6279-6281

Clark Kimberling, Lee A. Rubel, David Siegel, 1979 .

Some mathematical limitations of the general-purpose analog computer

Lee A. Rubel, L. Rubel, 1988 .

Functional separation of variables for Laplace equations in two dimensions

Lee A. Rubel, Willard Miller, W. Miller, 1993 .

A Gap Theorem for Power Series Solutions of Algebraic Differential Equations

Lee A. Rubel, Leonard Lipshitz, 1986 .

Algebraic properties of the ring of general exponential polynomials

Michael F. Singer, C. Ward Henson, Lee A. Rubel, 1989 .

Some research problems about algebraic differential equations II

Lee A. Rubel, L. Rubel, 1992 .

Corrigendum to: “A differentially algebraic replacement theorem, and analog computability” [Proc. Amer. Math. Soc. 99 (1987), no. 2, 367–372; MR0870803 (88e:12006)]

Lee A. Rubel, Leonard Lipshitz, 1988 .

First-Order Conformal Invariants

Lee A. Rubel, D. H. Luecking, 1980 .

Correction to: “Some applications of Nevanlinna theory to mathematical logic: identities of exponential functions” [Trans. Amer. Math. Soc. 282 (1984), no. 1, 1–32; MR0728700 (85h:03015)]

C. Ward Henson, Lee A. Rubel, L. Rubel, 1986 .

A differentially algebraic elimination theorem with application to analog computability in the calculus of variations

Michael F. Singer, Lee A. Rubel, L. Rubel, 1985 .

Some research problems about algebraic differential equations

Lee A. Rubel, L. Rubel, 1983 .