“The dreams were wholly beyond the pale of sanity, and Gilman felt that they must be a result, jointly, of his studies in mathematics and in folklore. He had been thinking too much about the vague regions which his formulae told him must lie beyond the three dimensions we know, and about the possibility that old Keziah Mason – guided by some influence past all conjecture – had actually found the gate to those regions.”
-
H. P Lovecraft Dreams in the Witch House (1932)
This
story comes at the whole superstitious, medieval idea of witches and the occult
from a different angle; one in which mathematics and science are employed to
open up a portal between our world and a trans-dimensional world where
monstrous beings wait to invade. The
‘witch’ of the “Witch House’ is said to a woman tried and imprisoned at Salem
for witchcraft who, because she knew certain mathematical formulae, was able to
escape. She told the judges that “lines
and curves could be made to point out directions leading through the walls of
space to other spaces beyond.” An
interesting idea, as fantastic stories go.
She escaped, and went to Arkham, MA, where she took up residence in an
old gabled house and (apparently) lived out her years there. Or did she?