


 Soiguine A.
"State/observable interactions using basic geometric algebra solutions of the Maxwell equation".
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 Soiguine A.
"The geometric algebra lift of qubits via basic solutions of Maxwell equation".
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"Polarizations as states and their evolution in geometric algebra terms with variable complex plane".
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"Quantum Computing with Variable Complex Plane. Light Beam Guide Implementation".
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"Anyons in three dimensions with geometric algebra".
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"Derivation of the Schrodinger equation in geometric algebra".
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Geometric Phase in Geometric Algebra Qubit Formalism.
LAMBERT Academic Publishing, 2015.
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 Soiguine A.
"Geometric phase in G^{+}_{3} quantum state evolution".
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"Quantum state evolution in C^{2} and G^{+}_{3}".
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 Soiguine A.
"Geometric algebra, qubits, geometric evolution, and all that".
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"What quantum state really is?".
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"A tossed coin as quantum mechanical object".
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"Complex Conjugation  Relative to What?".
In Clifford Algebras with Numeric and Symbolic Computations. R.Ablamovicz, P.Lounesto and J.M. Parra eds., Birkhouser (Boston), 1996, pp. 285294.
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Methods of Vector Algebra in Applied Problems.
Naval Academy Publ., Russia, 1990.
(Book on Clifford Algebra methods in physics and mathematics)
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