The acyl-CoA pool is the set of acyl groups carried by coenzyme A in a specified compartment and condition. Carrier-bound intermediates must be distinguished from the same acyl chains esterified in membrane or storage lipids.

isoprenoid precursor biosynthesis supplies activated building blocks for diverse isoprenoid products. In blood-stage Plasmodium falciparum culture, supplementation with IPP can bypass the essential output of the apicoplast under the tested conditions.

type II fatty acid synthesis distributes successive biosynthetic steps among separate enzyme components. Its requirement in a parasite depends on species and life-cycle stage, and should not be inferred solely from pathway retention.

carbon-13 metabolic flux analysis infers pathway flows from isotope-labeling patterns and a specified metabolic model. A valid inference needs distinguishable routes, appropriate pool and growth assumptions, and uncertainty assessment.

A local logarithmic sensitivity of a steady-state flux to a specified reaction capacity: $C_i^J=\partial \ln J/\partial \ln E_i$. It is not the fraction of flux physically passing through that step; a zero value does not make an essential step dispensable.

Under the scaling assumptions of metabolic control analysis, the complete set of independently scaled reaction-capacity flux control coefficients for one steady-state flux sums to one. Uniformly scaling all capacities scales the flux, and differentiation with respect to the scale factor gives the sum.

Lateral embryonic mesoderm contributing to body-wall, visceral and paired-appendage tissues under species- and stage-specific arrangements.

A k-way merge algorithm combines $k$ sorted finite sequences into one sorted sequence. Keep the first unconsumed item from each nonempty sequence in a min-heap. Repeatedly remove its smallest item, emit it, and insert the next item from the same source. Every source's remaining items are at least its head, so the smallest stored head is globally safe to emit. For $N$ total entries and $k\ge 2$, heap construction plus merging costs $O(k+N\log k)$ time and $O(k)$ auxiliary storage. Tie-breaking by source order preserves stability when the desired convention is specified.

Representation of aspects of one's own body, knowledge or actions. These components need not entail an autobiographical or linguistically expressed concept of self.

The extra working storage required by an algorithm, excluding the storage occupied by its input. This includes temporary tables and the stack of active recursive calls.

Memory concerning events and information related to one’s own life. Mirror-guided localization of a body mark does not by itself demonstrate this capacity.

An endoplasmic reticulum-mitochondrial contact site brings ER and mitochondrial membranes close while preserving their separate compartments. Specific contacts can contribute to calcium handling, lipid exchange and organelle organization.

A genetic element with a transmission advantage over the Mendelian expectation, including systems that impair competing gametes. Unlinked suppressors can be favoured when they counter the driver’s wider fitness costs.

A reciprocal relation in which molecular state changes tissue mechanics and mechanically altered conditions change molecular activity. Time-resolved perturbations distinguish feedback from correlated changes.

Dependence of cell-state decisions on forces, deformation or the mechanical environment. Experiments must separate physical input from altered ligand presentation, survival and selection of pre-existing states.

A record of uncertainty contributions in a specified measurement model, their evaluation methods, sensitivity coefficients and relevant correlations. For $y=g(x_1,\dots ,x_n)$, first-order propagation of uncertainty gives $u_y^2={\sum }_{ij}({\partial }_{i}g)({\partial }_{j}g)\mathrm{Cov}(x_i,x_j)$. A correction for a known systematic error can itself have uncertainty; applying the correction does not remove that contribution.^[ref]

For input $a_1,\dots ,a_n$, let $E_i$ be the largest sum of a nonempty contiguous block ending at $i$. The recurrence relation $E_1=a_1$ and $E_i=\max (a_i,E_{i-1}+a_i)$ is exact: an optimal block either starts at $i$ or extends an optimal block ending at $i-1$. The answer is ${\max }_i{E}_i$. Keeping only the current $E_i$ and best value gives linear time complexity and constant extra space complexity.

Optimization of an objective given as a ratio, such as area divided by perimeter. When the denominator is positive, a trial ratio $r$ can be tested by maximizing numerator minus $r$ times denominator.

Run a local optimization method from multiple initial points and compare the feasible solutions it returns. This can explore different attraction regions, but a finite set of starts does not generally certify a global minimum.