periods connection

[tommy1729]

one more thing i forgot :

i mentioned analytic with respect to w3 and w4.

but i didnt explain analytic w4 ;

sum w4(z) g^[z/h](x)

can be generalized to

sum w4(z/h) g^[z/h](x)

and

sum (w4(z/h) g^[z/h](x))/Y(h)

and even lim h -> 0

giving

integral[-oo,oo,z] w4(z) g^[z](x) dz

and now w4 can be analytic and 1 periodic.

another question occurs :

sum (w4_1(z/h) g^[z/h](x))/Y(h) = integral[-oo,oo,z] w4_2(z) g^[z](x) dz

is always solvable ??

regards

tommy1729