factor |
equation |
As nouns the difference between factor and equation
is that
factor is (obsolete) a doer, maker; a person who does things for another person or organization while
equation is equation (assertion).
As a verb factor
is to find all the factors of (a number or other mathematical object) (the objects that divide it evenly).
equation |
undefined |
As a noun equation
is equation (assertion).
As an adjective undefined is
lacking a definition or value.
emulation |
equation |
As nouns the difference between emulation and equation
is that
emulation is rivalry, competition while
equation is equation (assertion).
equated |
equation |
As a verb equated
is (
equate).
As a noun equation is
equation (assertion).
equation |
quantity |
As nouns the difference between equation and quantity
is that
equation is equation (assertion) while
quantity is a fundamental, generic term used when referring to the measurement (count, amount) of a scalar, vector, number of items or to some other way of denominating the value of a collection or group of items.
equation |
calculation |
As nouns the difference between equation and calculation
is that
equation is equation (assertion) while
calculation is (mathematics|uncountable) the act or process of calculating.
scheme |
equation |
In mathematics terms the difference between scheme and equation
is that
scheme is a type of topological space while
equation is (
assertion) An assertion that two expressions are equal, expressed by writing the two expressions separated by an equal sign; from which one is to determine a particular quantity.
As nouns the difference between scheme and equation
is that
scheme is a systematic plan of future action while
equation is (
assertion) An assertion that two expressions are equal, expressed by writing the two expressions separated by an equal sign; from which one is to determine a particular quantity.
As a verb scheme
is to plot, or contrive a plan.
As a proper noun Scheme
is a programming language, one of the two major dialects of Lisp.
implication |
equation |
As nouns the difference between implication and equation
is that
implication is (uncountable) the act of implicating while
equation is equation (assertion).
polynomials |
equation |
As nouns the difference between polynomials and equation
is that
polynomials is while
equation is equation (assertion).
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