WHY THE CIRCLE IS CONNECTED - AN INTRODUCTION TO QUANTIZED TOPOLOGY

[1] BLACKADAR B, 1986, MATH SCI RES I PUBLI, V5

[2] Connes A., 1985, I HAUTES ETUDES SCI, V62, P41

[3] Quantum-theoretical reinterpretation of kinematic and mechanical connections [J]. ZEITSCHRIFT FUR PHYSIK, 1925, 33 : 879 - 893

[4] Kadison R. V., 1986, FUNDAMENTALS THEORY

[5] MACKEY GW, 1963, MATH F QUANTUM MECHA

[6] PEDERSEN GK, 1979, C STAR ALGEBRAS THEI

[7] PIMSNER M, 1982, J OPERAT THEOR, V8, P131

[8] Riesz F., 1955, FUNCTIONAL ANAL

[9] TAKESAKI M, 1979, THEORY OPERATOR ALGE, V1

[10] von Neumann J, 1929, MATH ANN, V102, P370

[1] BLACKADAR B, 1986, MATH SCI RES I PUBLI, V5

[2] Connes A., 1985, I HAUTES ETUDES SCI, V62, P41

[3] Quantum-theoretical reinterpretation of kinematic and mechanical connections [J]. ZEITSCHRIFT FUR PHYSIK, 1925, 33 : 879 - 893

[4] Kadison R. V., 1986, FUNDAMENTALS THEORY

[5] MACKEY GW, 1963, MATH F QUANTUM MECHA

[6] PEDERSEN GK, 1979, C STAR ALGEBRAS THEI

[7] PIMSNER M, 1982, J OPERAT THEOR, V8, P131

[8] Riesz F., 1955, FUNCTIONAL ANAL

[9] TAKESAKI M, 1979, THEORY OPERATOR ALGE, V1

[10] von Neumann J, 1929, MATH ANN, V102, P370