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Page 1: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 2: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 3: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 4: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 5: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 6: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 7: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 8: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
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Page 11: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 12: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
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Page 17: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
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Page 20: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing

πΆβˆ— π‘ˆ,π‘ˆ = π»π‘œπ‘š(π‘ˆβŠ—π‘›, π‘ˆ)

Page 21: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 22: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 23: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
Page 24: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
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d d d d

Page 34: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing

d d d d

𝒔 = π’…βˆ’πŸ

s s s s

Page 35: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing
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arXiv:0811.1655

arXiv:0709.3130

arXiv:math/0406502

X x

http://arxiv.org/abs/0811.1655
http://arxiv.org/abs/0709.3130
http://arxiv.org/abs/math/0406502
http://arxiv.org/abs/math/0406502
Page 45: PowerPoint Presentationhamilton.nuigalway.ie/HPT/kadeishvili.pdfAim: To enlarge the category of DG-algebras in order to have such a morphism. Is there a morphism (H (C), = inducing

Thank You

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