Reinhold Baer (1902–1979)

Note on a Question of Reinhold Baer on Pregroups Ii

Reinhold Baer asked the relationship between certain properties in a nonempty set P with a partial operation (called an “add" by Baer [1]). The first paper in our sequence [Paper I] answered his question for a special type of an add called a pregroup by Stallings [12]. This paper [Paper II] answers an analogous question for a wider class of adds.

Reinhold, New York. USER INTERFACES

The user interface is that part of a computer system through which human user and computer communicate. With the increasing prevalence of interactive personal computer systems the importance of human communication is growing steadily, and many systems now stand or fall on the quality of their interfaces. Interfaces consume a large amount of software construction and maintenance effort—estimates...

Locally Compact Baer Rings

Locally direct sums [W, Definition 3.15] appeared naturally in classification results for topological rings (see, e.g.,[K2], [S1], [S2], [S3], [U1]). We give here a result (Theorem 3) for locally compact Baer rings by using of locally direct sums. 1. Conventions and definitions All topological rings are assumed associative and Hausdorff. The subring generated by a subset A of a ring R is denote...

Extensions of Baer and quasi-Baer modules

Gender Differences - Baer - Kaufman.p65

Research on gender differences in creativity, including creativity test scores, creative achievements, and self-reported creativity is reviewed, as are theories that have been offered to explain such differences and available evidence that supports or refutes such theories. This is a difficult arena in which to conduct research, but there is a consistent lack of gender differences both in creat...