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GoldHamster

Id Subject Object Predicate Lexical cue
T1 29-38 D007239 denotes infection
T2 29-38 D007239 denotes infection
T6 148-156 GO:0019815 denotes antibody
T7 148-156 GO:0042571 denotes antibody
T8 148-156 GO:0019814 denotes antibody
T9 148-156 GO:0003823 denotes antibody
T10 161-183 CL:0000794 denotes Cytotoxic T Lymphocyte
T11 161-183 CL:0000910 denotes Cytotoxic T Lymphocyte
T14 185-188 P0DM36 denotes CTL
T15 185-188 A7X3W1 denotes CTL
T16 185-188 Q9PSM4 denotes CTL
T17 185-188 Q9PSN0 denotes CTL
T18 185-188 A1XXJ9 denotes CTL
T19 185-188 Q90WI7 denotes CTL
T20 185-188 D2YVI2 denotes CTL
T21 185-188 A7X406 denotes CTL
T22 185-188 A7X401 denotes CTL
T23 185-188 D2YVK1 denotes CTL
T24 185-188 C6JUN9 denotes CTL
T25 185-188 D2YVH7 denotes CTL
T26 185-188 A7X3X8 denotes CTL
T27 185-188 A7X3X0 denotes CTL
T28 185-188 D2YVK5 denotes CTL
T29 185-188 Q90WI6 denotes CTL
T30 185-188 D2YVJ6 denotes CTL
T31 185-188 Q9YGP1 denotes CTL
T32 185-188 D2YVJ8 denotes CTL
T33 185-188 Q9PRY7 denotes CTL
T34 185-188 A3FM55 denotes CTL
T35 185-188 C0HJX1 denotes CTL
T36 185-188 A7X3X3 denotes CTL
T37 185-188 A7X413 denotes CTL
T38 185-188 A7X3W6 denotes CTL
T39 185-188 A7X409 denotes CTL
T40 185-188 P21963 denotes CTL
T41 185-188 A7X3Y2 denotes CTL
T42 185-188 P0DL30 denotes CTL
T43 185-188 A7X3Y6 denotes CTL
T44 185-188 P86970 denotes CTL
T45 185-188 A7X3Z7 denotes CTL
T46 185-188 P83519 denotes CTL
T47 185-188 Q6QX33 denotes CTL
T48 185-188 D8VNS6 denotes CTL
T49 185-188 Q66S03 denotes CTL
T50 185-188 A7X3Z4 denotes CTL
T51 185-188 P84987 denotes CTL
T52 185-188 P0DM53 denotes CTL
T53 185-188 Q90WI8 denotes CTL
T54 185-188 Q6T7B7 denotes CTL
T55 185-188 A7X3Z0 denotes CTL

PubMed_ArguminSci

Id Subject Object Predicate Lexical cue
T1 80-207 DRI_Outcome denotes In this paper we propose and analyze a pathogen dynamics model with antibody and Cytotoxic T Lymphocyte (CTL) immune responses.
T2 208-296 DRI_Approach denotes We incorporate latently infected cells and three distributed time delays into the model.
T3 297-385 DRI_Outcome denotes We show that the solutions of the proposed model are nonnegative and ultimately bounded.
T4 386-511 DRI_Approach denotes We derive four threshold parameters which fully determine the existence and stability of the five steady states of the model.
T5 512-610 DRI_Approach denotes Using Lyapunov functionals, we established the global stability of the steady states of the model.

Goldhamster2_Cellosaurus

Id Subject Object Predicate Lexical cue
T1 94-96 CVCL_5M23|Cancer_cell_line|Mesocricetus auratus denotes we
T2 117-118 CVCL_6479|Finite_cell_line|Mus musculus denotes a
T3 208-210 CVCL_5M23|Cancer_cell_line|Mesocricetus auratus denotes We
T4 269-273 CVCL_0047|Telomerase_immortalized_cell_line|Homo sapiens denotes time
T5 297-299 CVCL_5M23|Cancer_cell_line|Mesocricetus auratus denotes We
T6 386-388 CVCL_5M23|Cancer_cell_line|Mesocricetus auratus denotes We
T7 540-542 CVCL_5M23|Cancer_cell_line|Mesocricetus auratus denotes we