1988
DOI: 10.1016/0165-6147(88)90026-0
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Continuous variation of agonist affinity constants

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Cited by 30 publications
(16 citation statements)
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“…In the case of the receptor isomerisation mechanism it has been shown that it is theoretically impossible, by use of traditional pharmacological methods (Stephenson, 1956;Furchgott, 1966;Barlow et al, 1967), to estimate agonist affinity independently of efficacy, with the consequence that affinity itself is overestimated (Colquhoun, 1987). The same predictions are made in the case of the ternary complex mechanism when the concentration of agonist-receptor complexes is similar to or less than the concentration of transducer units with which they interact (Mackay, 1988;Leff & Harper, 1989). However, it is predicted for both mechanisms that the magnitude of overestimation of affinity will be larger in the case of full agonist analysis by the receptor inactivation method of Furchgott (1966) than in the case of partial agonist analysis by either the interaction method (Stephenson, 1956) or the comparative method (Barlow et al, 1967).…”
Section: Introductionmentioning
confidence: 64%
See 1 more Smart Citation
“…In the case of the receptor isomerisation mechanism it has been shown that it is theoretically impossible, by use of traditional pharmacological methods (Stephenson, 1956;Furchgott, 1966;Barlow et al, 1967), to estimate agonist affinity independently of efficacy, with the consequence that affinity itself is overestimated (Colquhoun, 1987). The same predictions are made in the case of the ternary complex mechanism when the concentration of agonist-receptor complexes is similar to or less than the concentration of transducer units with which they interact (Mackay, 1988;Leff & Harper, 1989). However, it is predicted for both mechanisms that the magnitude of overestimation of affinity will be larger in the case of full agonist analysis by the receptor inactivation method of Furchgott (1966) than in the case of partial agonist analysis by either the interaction method (Stephenson, 1956) or the comparative method (Barlow et al, 1967).…”
Section: Introductionmentioning
confidence: 64%
“…In a number of recent articles (Colquhoun, 1987;Mackay, 1988;Kenakin, 1989;Leff & Harper, 1989) attention has been drawn to the theoretical unreliability of agonist affinity estimates obtained by pharmacological methods due to the operation of receptor isomerisation (del Castillo & Katz, 1957) and ternary complex (De Lean et al, 1978) mechanisms.…”
Section: Introductionmentioning
confidence: 99%
“…Mackay [30] proposed that the variation in affinity could be explained by a ternarycomplex model. This model assumes that the agonist-receptor complex interacts with a third component within the cell.…”
Section: Local Regulation Of Receptor Affinity By G Proteins and Othementioning
confidence: 99%
“…In the case of a-adrenoceptors (De Lean et al, 1978), dopamine (Wregget and De Lean, 1984) and muscarinic (Freedman et al, 1988) receptors it has been proposed that a ternary complex mechanism applies in which the activated state of the receptor is an agonist-receptor-G-protein complex. Recently, it has been shown (Mackay, 1988) that the operation of a ternary complex mechanism may lead to errors in agonist analysis by pharmacological methods. Specifically, when the concentration of G-proteins (denoted here as [Go]) is in excess of the concentration of receptors (denoted here as [Ro]), the receptor inactivation method is predicted to produce overestimates of agonist affinity (Mackay, 1988 in the absolute estimation of affinity and efficacy, the orders of affinity and efficacy determined by the comparative method will generally be correct; this is unlike the situation for the inactivation method where a high propensity for reversals in affinity order exists; (iv) in general, when the ternary complex mechanism operates the comparative method for partial agonist analysis produces more reliable information for the purposes of receptor classification than does the receptor inactivation method.…”
mentioning
confidence: 99%