By Ronald J. Tallarida Ph.D., Leonard S. Jacob M.D., Ph.D. (auth.)
This booklet is designed to satisfy the fashionable want for a greater figuring out of drug-receptor interplay as utilized to the collection and interpretation of dose-response information. it really is an creation compatible for any pupil who has had a primary path in pharmacology. This ebook is an extension of the pharmacology direction into one region of what's referred to now as molecular pharmacology. the cloth incorporated is an outgrowth of classes that we have got given in recent times to health-science scholars in numerous specialist faculties and universities. the world of drug-receptor thought, even if only a a part of molecular phar macology, is already very vast. One significant line of research is anxious with the chemical and structural nature of particular receptors and with efforts to isolate particular receptors. one other line of research is worried with the kinetic theories of drug-receptor interplay, the trouble there being to supply a basic conception that's acceptable to huge sessions of substances. now we have selected to accommodate the latter. There are numerous purposes for our selection of issues. First, the knowledge is particularly sensible; that's, it allows one to take advantage of safely and continually phrases resembling "efficacy," "partial agonist," "pure antagonist," "potency," "pA2'" etc., while describing drug motion. moment, many scholars fail to understand the diversities in and the restrictions of a few of the theories, starting with the classical conception of A. J. Clark, on as much as the very fresh allosteric theories.
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Additional resources for The Dose—Response Relation in Pharmacology
For example,we might wish to know the value of the x-intercept. In that case we merely let Y = 0 and solve for x. In several applications in the next section, we will have occasions to find the x-intercept of a line. If the variables are related by the equation Y = mx, the line passes through the origin. This special kind of linear function is called a direct proportion. Thus, when it is said that Y is directly proportional to x, the statement means that Y = mx for some number m. The number m is referred to as the proportionality constant.
The digits in a number that arc needed to express the precision of the measurement from which the number was derived are known as significant figures. 005 mg/liter. that is. 545. 54 contains three SiYllijiCilllt figures. 0005. Note thatjillal zeros count as significant figures. 0015 has only tll'O sigl1ijical1l figures since the two zeros after the decimal point serve only to give the order of magnitude. The most frequent errors in notation arise in the RELATIONS AND FUNCTIONS 21 measure of final zeros.
And any other irrational number, are not yet possible powers of x. Is a definition possible that would still preserve the rules x p + q = xpx q, XO = 1, for irrational numbers p and q? The answer, of course, is yes. The interested reader should consult a good calculus book for the details. * * See references at the end of this chapter. EXPONENTIAL FUNCTIONS: HALF-LIFE 33 Exponential Functions: Half-Life In the previous section we defined aX for positive a and rational x_ We did not give a definition of aX for irrational x but only mentioned that a definition was possible_ For practical purposes it is sufficient to know that when x is irrational, say x = n, aX can be approximated to any desired degree of accuracy by expressing x (in this case n) to a sufficient number of decimal places.