📄 chap7.ref
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|t-sum {1}|t-fraction {4}|u-sum {9}|u-with-cubes {10}|change-gf {11}|gf-ord {12}|gf-shift-up {14}|gf-deriv {17}|gf-cum-sum {21}|gf-manip {335}|gf-simp {336}|gf-even {22}|gf-odd {23}|fib-gf-even {24}|s-parts {26}|r-s-t {28}|rat-distinct {29}|gen-exp-thm {30}|gen-exp-a {31}|more-less-random {32}|u-v-table {34}|1-4+1 {36}|u-closed {38}|change-compressed {39}|change-closed {40}|fan-rec {41}|harmonic-general {43}|bernoulli-gf {44}|fib-general {45}|mth-power-gf {46}|stirl2-gf {47}|stirl1-gf {48}|exp-power-gf {49}|log-power-gf {50}|dual-log-power-gf {51}|dual-exp-power-gf {52}|bc-double-gf {53}|stirl2-double-gf {54}|stirl1-double-gf {55}|euler-double-gf {56}|gf-special {352}|harmonic-gf {57}|fib-conv {61}|rshh-conv {62}|rsh-conv {63}|lmnh-conv {64}|cat-rec {66}|m-conv-def {69}|m-cat-l {70}|escr-power {71}|egf-def {72}|bern-def-new {76}|szn-closed {78}|m-pwr-gen {79}|bern-poly-gf {81}|dgf-def {86}|zeta-def {87}|dirichlet-conv {88}|inverse-zeta {89}|zeta-product {91}|prove-raney {13}|bell-number-gf {15}|general-conv-principles {19}|d-finite-defined {20}|triangulations {22}|bmod-omega {25}|fib-squared {27}
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