a×bkokoisella

a×bkokoisella is a fictional mathematical operator used in a constructed framework called bkokoisella geometry. In its typical presentation, the notation expresses the interaction between an element a and a bkokoisella scale, encoding how a responds to a size-modulation parameter described by bkokoisella. The term is found in theoretical exercises and world-building literature rather than in established mathematics.

Definition and notation. When bkokoisella denotes a scalar scale s, a×bkokoisella is defined as the ordinary product a·s. In generalized formulations within the same fictional framework, bkokoisella can be treated as a scale object with directional attributes, and the product is extended by bilinear rules that match the chosen model of bkokoisella geometry. The precise algebraic rules vary with the preferred axiomatization, but bilinearity and homogeneity with respect to a and bkokoisella are common guiding principles.

Properties and interpretation. If bkokoisella is treated as a simple scalar, the operation behaves like standard scalar multiplication and inherits its commutativity and distributivity. When bkokoisella carries directional or vector-like features in a given model, the product can encode anisotropic scaling effects, making a×bkokoisella sensitive to the orientation of bkokoisella space. In practice, the notation serves symbolic or pedagogical purposes within fictional or speculative contexts.

Origin and usage. The term is attributed to authors within the fictional corpus surrounding bkokoisella geometry, and it has appeared in collaborative world-building projects to illustrate cross-scale interactions. It is not part of conventional mathematics and has no established empirical applications outside of fictional or theoretical discourse.

See also. a×b, cross product, scale factor, bkokoisella (fictional concept).