  For the one-parameter Alexander (Jones) skein relation we introduce the
Alexander (Jones) "bosonic" q-numbers, and for the two-parameter HOMFLY skein
relation we propose the HOMFLY "bosonic" (q,p)-numbers ("bosonic" numbers
connected with deformed bosonic oscillators). With the help of these deformed
"bosonic" numbers, the corresponding skein relations can be reproduced.
Analyzing the introduced "bosonic" numbers, we point out two ways of obtaining
the two-parameter HOMFLY skein relation ("bosonic" (q,p)-numbers) from the
one-parameter Alexander and Jones skein relations (from the corresponding
"bosonic" q-numbers). These two ways of obtaining the HOMFLY skein relation are
equivalent.
