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Feb 25, 2018 at 0:08 comment added John Rognes I dealt with a case of short exact sequences of spectral sequences in section 5 of folk.uio.no/rognes/papers/highfix.pdf (JPAA, 1999). A SES of E^r-terms leads to a LES of E^{r+1}-terms, but in my case this split into a SES of E^{r+1}-terms, and I could continue.
Feb 24, 2018 at 15:11 comment added Dylan Wilson Maybe check out Deligne’s papers on mixed Hodges structures where he thinks about this, and Miller’s paper “on relations between Adams spectral sequences” where he gets at a differential this way. But yes, in general the relationship is not well understood computationally
Feb 24, 2018 at 12:12 comment added Neil Strickland I don't know a good answer for this, but similar issues arise with respect to the Localized Parametrized Adams Spectral Sequence which arises in work on the Telescope Conjecture. I know that Ravenel spent a long time looking for a good abstract framework to encapsulate these issues, and never came up with something that he found satisfactory. So the problem may be hard, but a good answer might be important.
Feb 24, 2018 at 4:01 history asked Just Me CC BY-SA 3.0