Spectral/homotopy/susp_product.hlean

import homotopy.susp homotopy.smash
open susp smash pointed wedge prod

definition susp_product (X Y : Type*) : ⅀ (X × Y) ≃* ⅀ X ∨ (⅀ Y ∨ ⅀ (X ∧ Y)) :=
sorry
-												move some files around, create folder cohomology

											
										
										
											2017-07-17 13:58:36 +01:00
+								import homotopy.susp homotopy.smash
-												The statement of susp_product.

											
										
										
											2017-06-06 18:09:19 -06:00
+								open susp smash pointed wedge prod
-												Fix the statement of susp_product.

											
										
										
											2017-06-07 09:38:33 -06:00
+								definition susp_product (X Y : Type*) : ⅀ (X × Y) ≃* ⅀ X ∨ (⅀ Y ∨ ⅀ (X ∧ Y)) :=
-												start on postnikov tower of spectra

											
										
										
											2017-06-29 15:48:43 +01:00
+								sorry