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Wolfram Research mathematics software package mathematica 12.2
Mathematics Software Package Mathematica 12.2, supplied by Wolfram Research, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/software+package+mathematica/mathematics+software+package+mathematica+12+2/pm35934090-52-202-207
Average 90 stars, based on 1 article reviews
mathematics software package mathematica 12.2 - by Bioz Stars, 2026-10
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Article Title: A mathematical modelling portrait of Wnt signalling in early vertebrate embryogenesis.
Article Snippet: NO′(t) = k1kMatNO(t) h + k2kMatBC1(t) h NO(t)h +BC1(t)h + L(t)h + 1 − γ1NO(t) (1) S′(t) = k3kMatNO(t) h + k4kMatBC1(t) h NO(t)h +BC1(t)h + L(t)h + 1 − γ2S(t) (2) F ′(t) = k5BC1(t) h + k6NO(t) h + k7GSC(t) h BC1(t)h +NO(t)h +GSC(t)h + 1 − γ3F (t) (3) CH ′(t) = k8BC1(t) h + k9NO(t) h + k10GSC(t) h BC1(t)h +NO(t)h +GSC(t)h + 1 − γ4CH(t) (4) GSC ′(t) = k11BC1(t) h + k12NO(t) h + k13GSC(t) h BC1(t)h +NO(t)h +GSC(t)h + 1 − γ5GSC(t) (5) L′(t) = k14BC1(t) h + k15NO(t) h + k16GSC(t) h BC1(t)h +NO(t)h +GSC(t)h + 1 − γ6L(t) (6) A′(t) = k17BC1(t) h BC1(t)h + 1 − γ7A(t) (7) BC1′(t) = k18WN(t) h A(t)h +WN(t)h + 1 − γ8BC1(t) (8) BM ′(t) = k19kZyg BR(t)h + CH(t)h + 1 − γ9BM(t) (9) WN ′(t) = k20kZyg F (t)h + 1 − γ10WN(t) (10) FF ′(t) = k21kZyg − γ11FF (t) (11) M ′(t) = k22BC1(t) h + k23BM(t) h BC1(t)h +BM(t)h + 1 − γ12M(t) (12) CDX ′(t) = k24BC1(t) h + k25FF (t) h BC1(t)h + FF (t)h + 1 − γ13CDX(t) (13) The ODEs (equations 1- 22) were solved with the mathematics software package Mathematica 12.2 (Wolfram Research, Inc.) to produce graphs for the production of each protein as a function of time.



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