Ligand efficiency has a long and glorious history in FBDD, discussed in depth. Most recently, it was the subject of a LONG discussion. Since its inception, FBDD has tried to fit in, be like the cool kids as it were. "Regular" medchem had the Rule of 5, so Astex gave us the Rule of 3, aka the Voldemort Rule. The principles of FBDD just make sense, but overturning entrenched dogma is hard. So, simple metrics were devised to explain to people why smaller is better. Groups tried to create better and more predictive metrics. Well, we can add lipophilicity, or log D, or make it empirical. The more complicated, obviously the better it is. The search for a GUM (Grand Unifying Metric) is ongoing.
Then Schultz had to come along and assault the Bastille. So, to the walls Men! Defend the King! And so he was, but there was no peace. But trouble was brewing and now another assault has come. Peter Kenny and his compatriots have taken another shot at the King, with the completely unprovocative title: "Ligand Efficiency Metrics Considered Harmful". The paper reviews current LEMs (Ligand Efficiency Metrics), and proposes a better approach. As Pete has said at length, one of his major problems is with the choice of arbitrary assumptions of standard state, as he laid out in this comment. Of course, the real issue is the intercept and what that means.
What are the key problems the authors point out?
Pete and colleagues set up the obvious acronym, LEMONS (Ligand Efficiency Metrics of No Substance). And when life gives you LEMONS, you make LEMONADE (Ligand Efficiency Metrics with No Additional Determinate Evaluation).
What are the key problems the authors point out?
- Correlation Inflation
- Defining assumptions are arbitrary
- Scaling (dividing measured activity by physicochemical property) and offsetting (subtracting physicochemical property from measured activity) are used but no one has ever said why you do one or the other for a given LEM
- Scaling assumes a linear relationship between activity and property (zero intercept)
- Offsetting implies the LEM has a unit slope
- LEMs are not quantitative, but are presented as such.
- Units matter! ΔG = RTln(Kd/C) where C= concentration of standard state. Substitution of IC50 in this equation is easy to do, but not at all correct. A more subtle example of the problem is provided by the definition of LLEAT as the sum of a (dimensionless) number and a quantity with units of molar energy per heavy atom.[Click to embiggen.]
They are right, of course, and IMNSHO it doesn't matter. I still aver that ligand efficiency metrics are useful. I can measure
accurately with a meter stick that is only 95 cm, as long as I know it
is 95cm. The same thing with any LEM; understand its limitations and use
it appropriately. And remember, its a guide, not a hard and fast rule.
Pete and colleagues set up the obvious acronym, LEMONS (Ligand Efficiency Metrics of No Substance). And when life gives you LEMONS, you make LEMONADE (Ligand Efficiency Metrics with No Additional Determinate Evaluation).