aleph-1

1884 the term alpeh-1 was introduced by georg cantor into the mathematical world. since then the first letter of the hebrew alphabet, combined with a number has been used to represent the cardinality (or size) of infinite sets.the aleph numbers differ from infinity (8) commonly found in algebra and calculus. alephs measure the sizes of sets; infinity on the other hand, is commonly defined as an extreme limit of the real number line, or an extremal point of the extended real number line. while some alephs are larger than others, 8 is just 8.these pieces deal with the idea of infinity in terms of there structure and length. In this way, the tracks have a very logically constructed nature and a non defined end - so they could be extended into the infinity of time. of course looking beyond infinity risks the danger of getting lost.aleph-1cd + double 12 inch album out on ideal recordings october 2007