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arxiv q-alg/9503007 v1 pith:X24K24XC submitted 1995-03-16 q-alg math.QA

Field Theory on q=-1 Quantum Plane

classification q-alg math.QA
keywords planefieldfunctionsalgebraalgebrasbuildcomplexconstains
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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We build the $q=-1$ defomation of plane on a product of two copies of algebras of functions on the plane. This algebra constains a subalgebra of functions on the plane. We present general scheme (which could be used as well to construct quaternion from pairs of complex numbers) and we use it to derive differential structures, metric and discuss sample field theoretical models.

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