Herbrand structure

Hilbert's program

{wiki=Hilbert–Bernays_provability_conditions}


Hilbert–Bernays provability conditions

Hintikka set

{wiki=Implementation_of_mathematics_in_set_theory}


Implementation of mathematics in set theory

{wiki=Independence_(mathematical_logic)}


Independence (mathematical logic)

Lindenbaum's lemma

List of Hilbert systems

{wiki=List_of_mathematical_logic_topics}


List of mathematical logic topics

{wiki=List_of_mathematical_symbols_by_subject}


List of mathematical symbols by subject

{wiki=List_of_statements_independent_of_ZFC}


List of statements independent of ZFC

Literal (mathematical logic)

Logical equivalence

Logical graph

Logical machine

LowerUnivalents

Ludics

Lévy hierarchy

Mathematical proof

Mathesis universalis

{wiki=Mathematical_logic}

Mathematical logic is a subfield of mathematics that focuses on formal systems, their structures, and the principles of reasoning. It studies topics such as proof theory, model theory, set theory, recursion theory, and computability. The main goals of mathematical logic include: 1. **Formalizing Reasoning**: Logical systems provide a framework for formal reasoning, allowing mathematicians to rigorously prove theorems and derive conclusions.


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