The phrase "an expression for which" is correct and usable in written English.
It can be used when referring to a specific expression or phrase that serves a particular purpose or meaning in a given context.
Example: "The term 'sustainable development' is an expression for which many organizations strive to achieve a balance between economic growth and environmental protection."
Alternatives: "a phrase that represents" or "a term for which".
G. Bianchi. in [9], computes an expression for τ which actually is function of p, and in [36], it is also shown that similar expression for τ can be driven for general multi-hop wireless networks employing arbitrary windows distribution and exponential backoff multipliers.
iELM, so far, covers only linear motifs as they are annotated in the ELM resource, but is easily extendible to any SLiM, in the form of a regular expression, for which the interacting SLiM-binding domain is known.
In the winter of 1968 1969, Jens Juncker-Jensen went even further with an excellent exhibition Fotografiet som udtryksmiddel (Photography as a means of expression) for which he drew the very best material from the few photographic books of the time, attracting not only professional and amateur photographers but also architects and television producers.
The suggested generalization of Direct Monte Carlo Simulation (D-MCS) is attractive in cases where the performance function within the specified local domains can be approximated by a simple analytical expression for which the conditional failure probability can be obtained without further structural response evaluations.
This is how he came to develop green fluorescent protein as a reporter for gene expression, for which he was coawarded a 2008 Chemistry Nobel Prize.
The second major axis of variation accounts for 4.1% of the total variation in gene expression and also highlights a heterogeneity in gene expression for which we cannot provide a satisfactory biological explanation: the bulk of the cancer samples cluster at one end of the PC-2 axis while the tumor from patient 005 is alone at the other end of this axis.
We have been able to derive an expression for the distribution, which is exact for binary symmetric hashes and gives a very good approximation otherwise.
Boolean variables are introduced to specify stacking sequences and to obtain an expression for the frequency which is linear in terms of the design variables.
We then obtain an expression for P (h ), which well matches the exact distribution derived using Equation 72 (see Appendix figure 4).
The bouncer, wearing the expression for which the phrase "long-suffering" was invented, chases him back into the spotlight.
