@entry{dze-15-aa-valode,
  author = {T Dzetkuli\uc{010d}},
  title = {Rigorous integration of non-linear ordinary differential equations in Chebyshev basis},
  journal = {Numerical Algorithms,},
  volume = {},
  number = {},
  pages = {},
  year = 2015,
  month = ,
  doi = {},
  comment = {},
  abstract = {},
  url = {{\url{https://idp.springer.com/authorize/casa?redirect_uri=https://link.springer.com/article/10.1007/s11075-014-9889-x&casa_token=V3sxIdcR_6kAAAAA:2QxbfoCH88yMlFuktSwl1X9UlRFNBZhizP5f9fk5-EOrDiBRgf531iy6GkuqGAMcc2NrEUrXksv8ME0}}},
  quotes = {... This is similar to the idea of uncertainty handling by affine arithmetic [9], because what we do is we introduce affine representation of the error to the system and then compute with it ...}
}