Some Problems About Mulavijñana

About some problems related to collective expertise

Some Open Problems about Numerical P Systems

Some open problems and research topics related to numerical P systems are formulated – also recalling the problems from the corresponding section of the " mega-paper " [2] produced for the previous BWMC.

Some Old Problems and New Results about Quadratic Forms

190 NOTICES OF THE AMS VOLUME 44, NUMBER 2 Introduction It may be a challenging problem to describe the integer solutions to a polynomial equation in several variables. Which integers, for example, are represented by a quadratic polynomial? This question has a rich and complex history, and the theory it has motivated is still flourishing today. My aim in this article is to describe some recent ...

Some problems about directed cycles and Leonard pairs

Hiroshi Suzuki visited the math department in Madison Nov 10–13, 2001. During that visit Suzuki, Jack Koolen and I had many conversations about directed versions of Leonard pairs. The following discussion and problems are based on those conversations.

Some results and problems about weakly pseudocompact spaces

A space X is truly weakly pseudocompact if X is either weakly pseudocompact or Lindelöf locally compact. We prove: (1) every locally weakly pseudocompact space is truly weakly pseudocompact if it is either a generalized linearly ordered space, or a protometrizable zero-dimensional space with χ(x,X) > ω for every x ∈ X; (2) every locally bounded space is truly weakly pseudocompact; (3) for ω < κ...