This paper presents a universal circuits theory for binary

multiple-value and adiabatic circuits

i.e.theory of three essential circuits elements-signal

network and load.A versatile

N

+1 value algebra is firstly defined

and then by means of N+1 value algebra the operater transform theorem and some multiple-value circuits formulae are proved.In order to put it to good use

the component level circuits structures is deduced from

N

-value circuits function or flip-flops characteristic equation.The above theory is extended to adiabatic circuits while N tends to infinity

so that quantitative analysis and synthesis for adiabatic circuits are made with universal theory under the restrictive condition

such as the cross-coupled adiabatic flip-flops and adiabatic synchronous sequential circuit which are vertified by Computer simulaton.