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Does this ordinal (built by using ZFC + ordinal many large cardinals to attain yet larger ordinals) have a name?

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#set-theory #ordinals #large-cardinals #transfinite-induction
132
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Should measurable cardinals be regular?

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#set-theory #definition #large-cardinals
89
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Measurable cardinals admit homogeneous set

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#set-theory #proof-explanation #large-cardinals
229
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Why is the existence of large cardinals believed to be true?

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#set-theory #large-cardinals
127
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Can we derive a large cardinal axiom by a principle of isomorphism between cardinals and ordinals

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#set-theory #first-order-logic #large-cardinals
97
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What is the consistency strength of Ackermann + the following cardinals to ordinals isomorphism?

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#set-theory #first-order-logic #large-cardinals
174
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"Weak" Ramsey conditions for cardinals

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#set-theory #cardinals #ramsey-theory #large-cardinals
165
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amenable ultrafilters

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#logic #set-theory #large-cardinals
218
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intuition for PFA

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#set-theory #axioms #forcing #large-cardinals
179
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Is Reflection consistent with Resemblance?

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#first-order-logic #large-cardinals #alternative-set-theories
138
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Can elementary embeddings make ordinals jump over strongly inaccessible cardinals?

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#set-theory #large-cardinals
100
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The transitive collapse of an ultraproduct of $V$ is an inner model

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#set-theory #model-theory #large-cardinals
768
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Is the least inaccessible cardinal equivalent to the first aleph fixed point?

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#functions #set-theory #cardinals #large-cardinals #fixed-points
314
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Measurable Cardinals are Mahlo Cardinals

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#logic #set-theory #large-cardinals
208
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Are normal, nonprincipal ultrafilters necessarily closed?

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#set-theory #large-cardinals

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