DISTINCT DEVELOPMENTAL PATTERNS OF SHORT-TERM AND LONG-TERM FUNCTIONING LYMPHOID AND MYELOID PRECURSORS DEFINED BY COMPETITIVE LIMITING DILUTION ANALYSIS IN-VIVO
Rk. Zhong et al., DISTINCT DEVELOPMENTAL PATTERNS OF SHORT-TERM AND LONG-TERM FUNCTIONING LYMPHOID AND MYELOID PRECURSORS DEFINED BY COMPETITIVE LIMITING DILUTION ANALYSIS IN-VIVO, The Journal of immunology, 157(1), 1996, pp. 138-145
Functional abilities of individual marrow precursor cells were defined
by competitive limiting dilution without enrichment, tissue culture,
or induced marking, manipulations that might affect cell functions. We
directly measured long-term repopulating abilities in limiting doses
(0.25-1.0 x 10(5)) of genetically marked congenic marrow cells. These
were mixed with a standard dose of 4 or 5 x 10(5) competitor marrow ce
lls, which contained a predictable distribution of precursor cells and
allowed quantitative assays. Percentages of donor type T and B lympho
cytes, granulocytes, platelets, and erythrocytes were measured in reci
pient blood. Applying the maximum likelihood statistic, concentrations
(per 10(5)) of precursors repopulating at least one lineage were: 4.7
and 6.0 after 6 wk, 1.6 and 2.7 after 14 to 15 wk, and 1.2 and 1.9 af
ter 30 to 32 wk; concentrations repopulating at least three lineages w
ere 2.3 and 3.4 after 6 wk, 0.9 and 1.7 after 14 to 15 wk, and 0.9 and
1.3 after 32 wk. Almost all precursors functioning after 14 wk repopu
lated all lineages. At 6 wk, similar levels of donor cells were produc
ed in recipients of both short- and long-term precursors. However, aft
er 14 to 32 wk, contributions by short-term precursors (about two-thir
ds of the precursors) dropped to zero, while contributions by long-ter
m precursors (about one-quarter of the precursors) expanded severalfol
d. The latter permanently repopulated all lineages after 30 to 32 wk,
functioning as the most primitive stem cells (PSC) in the immune and m
yeloid systems. Nearly all the variance in long-term repopulated recip
ients was explained using the Poisson distribution to calculate donor
percentages in a model where each donor and competitor PSC contributed
equally.