mathematical

As an adjective mathematical

is of, or relating to mathematics.

As a noun wavefield is

(physics) the extended area or space taken up by a wave.

As an adjective mathematical

is of, or relating to mathematics.

As a noun beamspace is

(mathematics|physics) a beam of particles treated as a mathematical space.

As an adjective mathematical

is of, or relating to mathematics.

As a noun mathemagician is

(informal) one whose mathematical skills are so remarkable as to resemble magic.

As adjectives the difference between mathematical and euharmonic

is that mathematical is of, or relating to mathematics while euharmonic is pleasingly melodious or harmonious — applied especially to the euharmonic organ invented by Henry Ward Poole (1825-1890), in whose design mathematical principles of harmony were employed.

As an adjective mathematical

is of, or relating to mathematics.

As a verb mathematicize is

to render mathematical.

As an adjective mathematical

is of, or relating to mathematics.

As a noun apodization is

any of several techniques to modify the form of a mathematical function, or of a spectrum etc. by smoothing or removing irregularities.

As adjectives the difference between mathematical and mathematizable

is that mathematical is of, or relating to mathematics while mathematizable is (chiefly|philosophy|and|science) capable of being analyzed or described using mathematical concepts or notation.

As an adjective mathematical

is of, or relating to mathematics.

As a noun geocomplexity is

(mathematics|geology) the use of mathematical techniques to model complex geological systems (such as earthquakes).

As adjectives the difference between mathematical and nonmathematical

is that mathematical is of, or relating to mathematics while nonmathematical is not mathematical.

As an adjective mathematical

is of, or relating to mathematics.

As a noun eigenproblem is

(mathematics) a mathematical problem involving eigenvalues.