Isotropic: alternatives and connections

Up to a certain level or line; equally advanced; as, to keep abreast of [or with] the present state of science.

One of a class of compounds, generally but not always distinguished by their sour taste, solubility in water, and reddening of vegetab…

In the same manner, form, or degree; in common; equally; as, we are all alike concerned in religion.

the branch of pure mathematics that deals only with the properties of a figure X that hold for every figure into which X can be transf…

A tenacious, elastic, gummy substance obtained from the milky sap of several plants of tropical South America (esp. the euphorbiaceous…

The act of extending equally, or the state of being equally extended.

A scheme of equalizing the social conditions of life; specifically, a scheme which contemplates the abolition of inequalities in the p…

(chemistry) The degree of structural order in a solid.; "The crystallinity of drug substances and additives is one of the fundamental…

A collection or body of directions, rules, or ordinances; esp., a book of directions for the conduct of worship; as, the Directory use…

(chemistry) the total energy in an assembly of molecules is not distributed equally but is distributed around an average value accordi…

Springing back; having a power or inherent property of returning to the form from which a substance is bent, drawn, pressed, or twiste…

In an elastic manner; by an elastic power; with a spring.

A power in nature, a manifestation of energy, exhibiting itself when in disturbed equilibrium or in activity by a circuit movement, th…

a state of being essentially equal or equivalent; equally balanced; "on a par with the best"

(Literally, called equally one thing or the other; hence:) Having two significations equally applicable; capable of double interpretat…

An aeriform fluid; -- a term used at first by chemists as synonymous with air, but since restricted to fluids supposed to be permanent…

The art or practice of measuring gases; also, the science which treats of the nature and properties of these elastic fluids.

That branch of mathematics which investigates the relations, properties, and measurement of solids, surfaces, lines, and angles; the s…