Table 4.

Relation matrix.

	${\delta }_{FOXO}^{+}$	$\left|{\delta }_{FOXO}^{-}\right|$	${\delta }_{PI3K}^{+}$	$\left|{\delta }_{PI3K}^{-}\right|$	${\delta }_{mTORC1}^{+}$	${\delta }_{mTORC1}^{-}$	${\delta }_{mTORC2}^{+}$	$\left|{\delta }_{mTORC2}^{-}\right|$	${\delta }_{Akt}^{+}$	$\left|{\delta }_{Akt}^{-}\right|$
${\delta }_{FOXO}^{+}$	=
$\left|{\delta }_{FOXO}^{-}\right|$	≤, ≥	=
$\left|{\delta }_{PI3K}^{-}\right|$	≤, ≥	≤, ≥	=
${\delta }_{PI3K}^{+}$	≤, ≥	≤, ≥	≤, ≥	=
${\delta }_{mTORC1}^{+}$	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	=
$\left|{\delta }_{mTORC1}^{-}\right|$	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	=
${\delta }_{mTORC2}^{+}$	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	=
$\left|{\delta }_{mTORC2}^{-}\right|$	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	=
${\delta }_{Akt}^{+}$	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	=
$\left|{\delta }_{Akt}^{-}\right|$	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤, ≥	≤	≤, ≥	=

Relation matrix of the selected cycle that shows the pairwise relationships of delays of the entities FOXO, PI3K, mTORC1, mTORC2 and Akt.