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@ -116,6 +116,17 @@ definition homology_functor [constructor] {X Y : Type*} {E F : prespectrum} (f :
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(g : E →ₛ F) (n : ℤ) : homology X E n →g homology Y F n :=
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pshomotopy_group_fun n (smash_prespectrum_fun f g)
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definition homology_theory_spectrum_is_exact.{u} (E : spectrum.{u}) (n : ℤ) {X Y : Type*} (f : X →* Y) :
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is_exact_g (homology_functor f (sid (gen_spectrum.to_prespectrum E)) n)
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(homology_functor (pcod f) (sid (gen_spectrum.to_prespectrum E)) n) :=
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begin
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esimp[is_exact_g],
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-- fconstructor,
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-- { intro a, exact sorry },
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-- { intro a, exact sorry }
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exact sorry
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end
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definition homology_theory_spectrum.{u} [constructor] (E : spectrum.{u}) : homology_theory.{u} :=
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begin
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fapply homology_theory.mk,
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@ -125,7 +136,7 @@ begin
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exact sorry,
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exact sorry,
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exact sorry,
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exact sorry,
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apply homology_theory_spectrum_is_exact,
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exact sorry
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-- sorry
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-- sorry
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