### Table 1: Sizes of generated functions

2003

"... In PAGE 5: ... 4.5 Memory Usage Table1 and Table 2 show the sizes of the generated functions and variables for the system shown in Figure 5. Note that the system contains one port.... ..."

Cited by 33

### Table 1: Sizes of generated functions

2003

"... In PAGE 5: ... 4.5 Memory Usage Table1 and Table 2 show the sizes of the generated functions and variables for the system shown in Figure 5. Note that the system contains one port.... ..."

Cited by 33

### Table 10. Generator functions for different encoding rates

"... In PAGE 21: ... Appendix A. Convolutional Coding The generator function for each encoding rate (1/4, 1/3, or 1/2) is listed in Table10 . For rate 1/3, the generator function g3 is not applicable.... ..."

### Table 1. Some examples of generating functions 1

"... In PAGE 1: ... Then by Cauchy apos;s formula, we get for structures A a(z) = X 2A zj j j j! = X n 0 an zn n! =) an n! = 1 2i I a(z) dz zn+1 : When considering marked structures with parameters fA; !g, (! is a mapping A ! N), we have a(u; z) = X 2A u!( )zj j j j! = Xn;k an;kuk zn n! : In this case, an;k can be obtained by double Cauchy inversion, or by Cauchy inversion and Conti- nuity Theorem. Table1 gives some examples of translation of marked combinatorial structures to generating functions. The mark is represented by character \ quot; and translated to parameter u.... ..."

### Table 1. Some examples of generating functions 57

"... In PAGE 60: ... Then by Cauchy apos;s formula, we get for structures A a(z) = X 2A zj j j j! = X n 0 an zn n! =) an n! = 1 2i I a(z) dz zn+1 : When considering marked structures with parameters fA; !g, (! is a mapping A ! N), we have a(u; z) = X 2A u!( )zj j j j! = Xn;k an;kuk zn n! : In this case, an;k can be obtained by double Cauchy inversion, or by Cauchy inversion and Conti- nuity Theorem. Table1 gives some examples of translation of marked combinatorial structures to generating functions. The mark is represented by character \ quot; and translated to parameter u.... ..."

### Table 8: The generating function (Row 3)

2002

Cited by 3