absolute prime: a prime that remains prime for all permutations of its digits. E.g., 199, 919 and 991 are all prime. Goal: definitions balanced with curio info. almost-all-even-digits prime: a prime with all even digits except for one odd right-most digit. E.g., 666 · 10 + 1. almost-equi-pandigital prime: a prime with all digits equal in number, except for one particular digit. E.g., (109876543...

We present a method for constructing, maintaining and consulting a database of proper nouns. We describe noun phrases composed of a proper noun and/or a description of a human occupation. They are formalized by finite state transducers (FST) and large coverage dictionaries and are applied to a corpus of newspapers. We take into account synonymy and hyperonymy. This first stage of our parsing pr...

s health minister of nearly six years, retired from politics at the age of 45. In retiring early, Dr Wooldridge fulfilled his own longstanding prediction that the health portfolio would be his political graveyard, and in this he shared the fate of most Australian health ministers over the past 30 years. It seems that, in Australia, there is little chance of life in politics after health and the...

“With this profound new knowledge humankind is on the verge of gaining immense new power to heal. Genome science will have a real impact on all our lives, and even more on the lives of our children. It will revolutionise the diagnosis, prevention and treatment of most, if not all, human diseases.” Ex-President Bill Clinton, announcing the completion of the first draft of the human genome, 26 Ju...

I n 2009 the government released Living Well with Dementia: a national dementia strategy [Department of Health [DH, 2009]),which recommended improvements in dementia services. Later, in 2015, prime minister David Cameron announced a longterm strategy focused on boosting research, improving care and raising public awareness of dementia (DH, 2015). Legislation such as this has significantly heigh...

the minimal prime decomposition for semiprime ideals is defined and studied on z-ideals of c(x). the necessary and sufficient condition for existence of the minimal prime decomposition of a z-ideal / is given, when / satisfies one of the following conditions: (i) / is an intersection of maximal ideals. (ii) i is an intersection of o , s, when x is basically disconnected. (iii) i=o , when x x ha...