TEXT FLYWITHINTHE BOOKONLYDO62023gm8]clowHOMOLOGICAL ALGEBRAPRINCETON MATHEMATICAL SERIESMORSE and W.Editors: MARSTON A. TUCKERTheir Invariants and HERMANN1. The Classical ByGroups, Representations.WEYL.2. L. PONTRJAGIN. Translated EMMA LEHMER.byTopological Groups. Bywith Use of the Tensor Calculus.3. An Introduction to Differential ByGeometryLUTHER PFAHLER EISENHART.4. Dimension WITOLD HUREWICZ and HENRY WALLMAN.ByTheory.5. The Mechanics. AUREL WINTNER.Foundations of CelestialAnalytical By6. The Transform. DAVID VERNON WIDDER.Laplace By7. EDWARD JAMES MCSHANE.Integration. By8. of Lie I. CLAUDE CHEVALLEY.Theory Groups: By9. Mathematical Methods of Statistics. HARALD CRAMER.By10. Several and WILLIAM TED MARTIN.Variables. SALOMON BOCHNERComplex By1 1 . Introduction to SOLOMON LEFSCHETZ.ByTopology.12. of and Their JAKOB NIELSEN and WERNERSurfaces Transformations.Topology ByFENCHEL.13. Curves. ROBERT J. WALKER.Algebraic By14. The of Fibre Bundles. NORMAN STEENROD.Topology By15. Foundations of SAMUEL EILENBERG and NORMANAlgebraic Topology. BySTEENROD.16. of C.Functionals Finite Riemann Surfaces. MENAHEM SCHIFFER and DONALDBySPENCER.17. Introduction to Mathematical Vol. I. ALONZO CHURCH.Logic, By18. SOLOMON LEFSCHETZ.Algebraic Geometry. By19. HENRI CARTAN and SAMUEL EILENBERG.Homological Algebra. By20. The ...