Krzysztof P. Wojciechowski

The

Abstract. Let n

\zeta

{cal D}

-determinant and Quillen determinant for a Dirac operator on a manifold with boundary

denote a Dirac operator on a compact odd-dimensional manifold M with boundary Y. The elliptic boundary value problem n

Synthesis of amino acids. Alkylation of aldimine and ketimine derivatives of glycine ethyl ester under various phase-transfer conditions☆

{cal D}_P

ADIABATIC DECOMPOSITION OF THE -DETERMINANT OF THE DIRAC LAPLACIAN. I. THE CASE OF AN INVERTIBLE TANGENTIAL OPERATOR

is the operator n

Nitrogen Alkylation of schiff bases and amidines as a route to N-alkyl amino acids

{cal D}

Adiabatic decomposition of the ζ-determinant and Dirichlet to Neumann operator

with domain determined by a boundary condition P from the smooth self-adjoint Grassmannian n

The ζ-Determinant and C-Determinant on the Grassmannian in Dimension One

Gr^*_{infty}({cal D})

Grassmanian and chiral anomaly

. It has a well-defined n

Analytic surgery of the ζ-determinant of the Dirac operator

zeta