5","static/chunks/5405-4135bebeba5601b1.js","9321","static/chunks/9321-13ca570b2325758f.js","9543","static/chunks/9543-2d8b7bcfd7307e82.js","5250","static/chunks/5250-8658c4aef38fd0d1.js","7420","static/chunks/app/(product)/%5Blang%5D/%5Bbucket%5D/%5B...title%5D/page-43439f0205760964.js"],"default"] 4e:I[98567,["8173","static/chunks/8173-ded0155fecbcc4f0.js","9363","static/chunks/9363-e94b65482acc91fb.js","2623","static/chunks/2623-3c82bddfcccb14b3.js","6977","static/chunks/6977-d6f216466e3bc67b.js","3404","static/chunks/3404-ce93a50f578843da.js","504","static/chunks/504-57a2c99dd58f2eac.js","1700","static/chunks/1700-2e3262314b3fc369.js","5405","static/chunks/5405-4135bebeba5601b1.js","9321","static/chunks/9321-13ca570b2325758f.js","9543","static/chunks/9543-2d8b7bcfd7307e82.js","5250","static/chunks/5250-8658c4aef38fd0d1.js","7420","static/chunks/app/(product)/%5Blang%5D/%5Bbucket%5D/%5B...title%5D/page-43439f0205760964.js"],"default"] 45:T5fb,

In mathematics, specifically category theory, a quasitopos is a generalization of a topos. A topos has a subobject classifier classifying all subobjects, but in a quasitopos, only strong subobjects are classified. Quasitoposes are also required to be finitely cocomplete and locally cartesian closed.

References

External links