Applications.- Definitions and notation.- Construction of Wh(y)?.- Functorial properties.- Controlled whitehead torsion.- Construction of K0(Y)?.- Controlled finiteness obstruction.- Further properties of the controlled finiteness obstruction.- The splitting homomorphism.- The splitting sequence.- The realization theorem.- Calculations.- The Controlled Boundary Theorem.- The Controlled s-Cobordism Theorem.
Applications.- Definitions and notation.- Construction of Wh(y)?.- Functorial properties.- Controlled whitehead torsion.- Construction of K0(Y)?.- Controlled finiteness obstruction.- Further properties of the controlled finiteness obstruction.- The splitting homomorphism.- The splitting sequence.- The realization theorem.- Calculations.- The Controlled Boundary Theorem.- The Controlled s-Cobordism Theorem.
Applications.- Definitions and notation.- Construction of Wh(y)?.- Functorial properties.- Controlled whitehead torsion.- Construction of K0(Y)?.- Controlled finiteness obstruction.- Further properties of the controlled finiteness obstruction.- The splitting homomorphism.- The splitting sequence.- The realization theorem.- Calculations.- The Controlled Boundary Theorem.- The Controlled s-Cobordism Theorem.
Applications.- Definitions and notation.- Construction of Wh(y)?.- Functorial properties.- Controlled whitehead torsion.- Construction of K0(Y)?.- Controlled finiteness obstruction.- Further properties of the controlled finiteness obstruction.- The splitting homomorphism.- The splitting sequence.- The realization theorem.- Calculations.- The Controlled Boundary Theorem.- The Controlled s-Cobordism Theorem.
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