2002•Unpublished venueRequires access

A Maximal Type of Bernoulli’ Equation

Ji Xiao

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Abstract

This essay gives us some conditions of how to change dydx=P(x)M(y)+Q(x)N(y) differential equation into linearity and discusses the Bernoulli' equation, Riccati' equation, and then enlarges the Bernoulli' equation into a maximal type.

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What this paper is about

This essay gives us some conditions of how to change dydx=P(x)M(y)+Q(x)N(y) differential equation into linearity and discusses the Bernoulli' equation, Riccati' equation, and then enlarges the Bernoulli' equation into a maximal type.

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Available abstract

This essay gives us some conditions of how to change dydx=P(x)M(y)+Q(x)N(y) differential equation into linearity and discusses the Bernoulli' equation, Riccati' equation, and then enlarges the Bernoulli' equation into a maximal type.

Key concepts: Riccati equation, Bernoulli differential equation, Bernoulli's principle, Mathematics, Type (biology), Differential equation, Ordinary differential equation, First-order partial differential equation

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