Author/Editor | Goličnik, Marko | |
Title | Quantitative analysis of ultrasensitive responses with logarithmic mean difference | |
Type | članek | |
Vol. and No. | Letnik 83, št. 2 | |
Publication year | 2019 | |
Volume | str. [1-10] | |
ISSN | 0340-6253 - MATCH Communications in Mathematical and in Computer Chemistry | |
Language | eng | |
Abstract | Sigmoidal responses have been observed in various fields of biochemistry such as multisubunit protein chemistry, enzymology and signal transduction for decades. The input-output curves in these biological phenomena are often well-characterized by the Hill equation, and Koshland and Goldbeter defined them as ultrasensitive when an increase from 10% to 90% maximal activity occurs over less than an 81-fold change in input quantity; i.e. when the effective Hill coefficient related to the EC90/EC10 ratio as n = ln(81)/ln(EC90/EC10) is greater than 1. Contradictorily, by this definition of ultrasensitivity, a non-sigmoidal linear response curve is also ultrasensitive with n = 2. Therefore, I present in this report that the logaritmic mean of the EC90 and EC10 is more suitable for quantitative analysis of ultrasensitive phenomena. | |
Keywords | biokemija preobčutljivi odzivi kvantitativna analiza biochemistry ultrasensitive responses quantitative analysis |