線せん形けい微び分ぶん方ほう程てい式しき

せ

ん

け

い

び

ぶ

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ほ

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Meanings

1

noun

linear differential equation

mathematics

Technical term in mathematics; refers to a differential equation where the unknown function and its derivatives appear linearly.

ぶつ

理り

現げん

象しょう

は

線せん

形けい

微び

分ぶん

方ほう

程てい

式しき

で

モデル

化か

できる

。

This physical phenomenon can be modeled with a linear differential equation.

線せん形けい微び分ぶん方ほう程てい式しき
Standard kanji spelling; 線形 is the modern preferred form for 'linear' in mathematics.
線せん型けい微び分ぶん方ほう程てい式しき
Variant using 型; still seen but less common in modern mathematical writing.

微び分ぶん方ほう程てい式しき
General term for differential equation; 線形微分方程式 specifies the linear subtype.
非ひ線せん形けい微び分ぶん方ほう程てい式しき
Nonlinear differential equation; contrasts with the linear case.

Compound of 線形 (linear) + 微分 (differential) + 方程式 (equation). A straightforward technical term.