TALK KEYWORD INDEX
This page contains an index consisting of author-provided keywords.
0 | |
0-dimensional Compact Hausdorff spaces | |
01A55 | |
03-03 | |
03A02 | |
03A05 | |
03A05+00A30 | |
03A99 | |
03Axx | |
03B15 | |
03B25 | |
03B30 | |
03B42 | |
03B45 | |
03B47 | |
03B50 | |
03B50 – many-valued logic | |
03B70 | |
03B70: Logic in computer science | |
03B99 | |
03C07: Basic properties of first-order languages and structures | |
03C10 | |
03C20 | |
03C25 | |
03C345 | |
03C45 | |
03C45 classification | |
03C50 | |
03C57 computable model theory | |
03C60 | |
03C70 | |
03c98 | |
03D28 | |
03D30 | |
03D30 -Other degrees and reducibilities | |
03D45 | |
03D45 computable structure theory | |
03D60 | |
03D78 continuous computation | |
03Dxx-Computability and recursion theory | |
03E02 Partition relations | |
03E05 | |
03E15 | |
03E15 03E35 | |
03E15 effective descriptive set theory | |
03E35 | |
03E35 Consistency and independence results | |
03E55 Large cardinals | |
03E57 | |
03E60 | |
03E75 | |
03F03 | |
03F07 | |
03F10 | |
03F20 | |
03F30 | |
03F30 First-order arithmetic and fragments | |
03F35 | |
03F40 | |
03F45 | |
03F52 | |
03Fxx | |
03G10: Lattices and related structures | |
03G20 | |
03G27: Abstract algebraic logic | |
03G30 | |
03H05 | |
03H15 | |
03xxx | |
05C63 | |
05C75 | |
05D10 | |
06A15 | |
06D35 | |
1 | |
18C35 | |
2 | |
2010 MSC: 03B30 | |
2010 MSC: 03F03 | |
2010 MSC: 03F35 | |
4 | |
47H10 | |
4D vector space | |
5 | |
53Z05 | |
8 | |
81P10 | |
83F05 | |
\ | |
\Sigma^1_2 sets | |
A | |
A.N. Prior | |
abelian group | |
abstract model theory | |
accessible categories | |
accretive operator | |
Admissibility | |
algebra of distributions for binary formulas | |
Algebraic Model Theory | |
Algebraic set theory | |
Algebraic Stability Theory | |
algorithm | |
Algorithm of iterated regret minimization (IERS) | |
alternating-time temporal logic ATL | |
Alternative Resolution of the Paradoxes | |
Amenable groups | |
AMS 2010 classification: 03xxx | |
AMS2010: 03B47 03F52 | |
Analytic Method | |
analytical hierarchy | |
analytically definable wellordering | |
Applications of computability theory | |
Applications to Algebraic Geometry | |
approximate counting | |
Argument | |
Aristotle | |
arithmetic of infinity | |
Arithmetical interpretations | |
Arithmetical Truth | |
assertion | |
associates/codes | |
asymptotic analysis | |
asymptotic density | |
automata theory | |
Automated Reasoning | |
automated theorem proving | |
automorphism | |
Automorphism groups of countable structures | |
Avicenna | |
Axiom | |
Axiomatic Method | |
Axiomatic truth theories | |
B | |
Baire classes of functions | |
Baire property | |
Baire space | |
balanced formulas | |
Banach spaces | |
basis theorem | |
Begriffsschrift | |
Belnap-Dunn semantics | |
better-binary-relation | |
bi-embeddable structures | |
bi-intuitionistic logic | |
Bisimulation | |
Blakers-Massey theorem | |
Boolean algebras | |
Boolean circuit complexity | |
Boolean ultrapowers | |
Borel chromatic number | |
Borel functions | |
bound extraction | |
bounded arithmetic | |
Bounded induction | |
Brentano | |
Büchi's logic on words | |
C | |
Cardinal invariants | |
cardinal invariants of the continuum | |
Caroll Diagrammatic Method | |
categorical | |
Categorical Amalgamation Theory | |
Categorical logic | |
categoricity | |
category forcing axioms | |
Category theory | |
Chang models | |
Church Rule | |
Circular proofs | |
class forcing | |
Classical logic | |
classification | |
coarse computability | |
cohomology of difference algebraic groups | |
collapse | |
coloring number of graphs | |
combinatorial principles | |
combinatorics | |
compact | |
Compactly expandable models | |
complementation | |
Completeness | |
completeness of formal system | |
complexity of embeddings | |
complexity theory | |
composition | |
compositional semantics | |
computability | |
computability theory | |
computable analysis | |
computable bound extraction | |
computable categoricity | |
computable metric spaces | |
computable numbering | |
computable numberings | |
computable structure | |
computable structures | |
computably enumerable equivalence relation | |
Computably enumerable preorders | |
computational content of Nonstandard Analysis | |
concurrent game models | |
Conservation results | |
Consistency formulae being consistency sentences | |
consistency of arithmetic | |
Consistency sentences | |
consistency-wise separation | |
constraints | |
constructible hierarchy | |
constructible negation | |
Constructive set theory | |
continuous degrees | |
continuous logic | |
CONTRADICTION | |
Converse to Tarski | |
convex optimization | |
convexity rank | |
cototal enumeration degrees | |
countable categoricity | |
countable model | |
counterfactuals | |
Craig interpolation | |
Curry Paradox | |
Curry's paradox | |
cut-elimination | |
Cut-free completeness | |
D | |
dark c.e.preorders | |
dark ceers | |
database theory | |
David Hilbert | |
DC | |
decidability | |
Decision Procedures | |
decomposable | |
definability | |
definable compactness | |
definable connectedness | |
Definition by recursion | |
degrees of categoricity | |
democracy | |
Dependent type theory | |
descriptive complexity | |
Descriptive Modeling | |
descriptive set theory | |
determinacy | |
Diagrammatic Reasoning | |
Difference field | |
different | |
differential field | |
disjunction property | |
display calculus | |
display logic | |
disquotational truth | |
distal systems | |
distributed programming | |
distribution for countable models | |
Double Complement of Sets Principle | |
dual mathematics | |
duality | |
Duality for additional structure | |
duty | |
dynamic epistemic logic | |
dynamical systems | |
E | |
Ecumenical codificato | |
Ecumenical system | |
Effective Hausdorff Dimension | |
effectively | |
Ehrenfeucht theory | |
Enriched categories | |
enriched category | |
enumeration degrees | |
epimorphism | |
epistemic logic | |
Epistemic social networks | |
Equality | |
equivalence structure | |
erotetic logic | |
Euclid | |
evasion number | |
eventually | |
evidential reasoning | |
Existence of positive consistency sentences? | |
EXISTENTIAL IMPORT | |
EXISTENTIALIZED-CONJUNCTION | |
existentially closed model | |
existentially prime theory | |
expansion of a model | |
Explicit Mathematics | |
expressibility | |
EXPTIME-completeness | |
extended predicative | |
extensional four-valued semantics | |
extremal combinatorics | |
F | |
family | |
fan functionals | |
Feynman propagator | |
finitary proof | |
finite automata | |
finite-automata reducibility | |
first degree entailment | |
first order logic | |
First-order classical logic | |
first-order part | |
first-order theory | |
fixed point axioms | |
fixed point theorems | |
fixed point theory | |
fixed points | |
Fixpoint theorems | |
FOL(LFPO) | |
forcing | |
Formal epistemology | |
formal logic | |
formal semantics | |
Formalized arithmetic | |
formalized recursive realizability | |
formula size game | |
fragment | |
Fragments of arithmetic | |
Frege | |
Frege systems | |
Frege's puzzle | |
Friedberg numbering | |
Fréchet-Urysohn property | |
Functional analysis | |
Functional interpretation | |
Functional interpretations | |
G | |
G\"odel's second incompleteness theorem | |
Game theory | |
game-theoretic semantics | |
general frame | |
generalized Baire spaces | |
generalized connectives | |
Generalized negation | |
generic absoluteness | |
generic computability | |
generic structure | |
Generic structures | |
Gentzen | |
geography | |
Goedel's 2nd Incompleteness Theorem | |
Goodwillie calculus | |
Gottlob Frege | |
graded structures | |
Graph of a Borel function | |
Greece | |
grossone | |
Group knowledge | |
Gödel | |
Gödel numbering | |
H | |
Hardy fields | |
Harrington's theorem on arithmetical singletons | |
Hausdorff Dimension | |
HAZEN'S THEOREM | |
henselianity | |
Herbrand's theorem | |
hereditarily finite superstructure | |
Heyting algebra | |
Higher-order Computability Theory | |
hilbert axiomatization | |
Hilbert's program | |
Hilbert-style axiomatic system | |
Hindman's Theorem | |
history | |
history of logic | |
History of temporal logic | |
HOD | |
Homogeneous Model Theory | |
Homotopy theory | |
Homotopy type theory | |
Husserl | |
hypercomplex numbers | |
hyperimmune set | |
I | |
ideal | |
IMPLICATION | |
inaccessible cardinal | |
Incomplete Arguments | |
independence results | |
induction | |
inductive definition | |
inference rules | |
Inferences | |
inferentialism | |
Infinitary Logic | |
infinite decision | |
infinite games | |
infinite word | |
infinte structures | |
initiallity conjecture | |
inner model theory | |
intensional object | |
intentional inexistence | |
intentionality | |
interpretations | |
intuitionistic logic | |
Intuitionistic Zermelo-Fraenkel theory | |
Irrationality Exponent | |
J | |
Jonsson set | |
Jonsson theory | |
Judgement stroke | |
justification logic | |
K | |
Keisler's order | |
Kierstead's conjecture | |
Kleene's strong three-valued logic | |
Kleene's strong three-valued matrix | |
Kleene-Kreisel model | |
Knowledge Representation | |
Krikpe-Platek set theory | |
Kripke models | |
Kripke-Platek set theory | |
L | |
labelled sequent calculus | |
Lachlan's Theorem | |
large cardinal | |
large cardinals | |
Lawvere-Tierney topologies | |
Lebesgue measurable | |
library of problems | |
limitwise monotonic function | |
limitwise monotonic reducibility | |
limitwise monotonic set | |
linear logic | |
linear order | |
linear orders | |
Loeb's Theorem | |
logic | |
logic in computer science | |
Logic of countable cofinality | |
Logical Connectives | |
logical dynamism | |
Logicality | |
Logicism | |
Logico-linguistic | |
Logics for social networks | |
looping | |
lower semi-continuous functions | |
M | |
mad family | |
Maddy | |
Mahlo Cardinal | |
Mahlo universe | |
many valued logic | |
many-valued logic | |
Markov Rule | |
Martin-Löf type theory | |
Mathematical Logic | |
maximal | |
Maximal independent families | |
Mealy automaton | |
Medvedev degrees | |
mereology | |
metastability | |
Metatheoretical Inquiry | |
metric ultraproduct | |
minimal logic | |
minimal sequent | |
Missing Premise | |
modal logic | |
Modal mu-calculus | |
model | |
model theory | |
Model-checking | |
models of arithmetic | |
models of arithmetics | |
models of geometry | |
Models of Peano Arithmetic | |
Models of truth theories | |
modus ponens and modus tollens as valid rules | |
monism | |
monotonous sequent system | |
Montague grammar | |
mu-calculus | |
multirole | |
MV-algebras | |
N | |
Natural deduction | |
negative properties | |
neighbourhood semantics | |
neural-networks | |
New foundations | |
NF | |
NFU | |
NIP | |
NLP | |
nominal sets | |
non-maximum many countable models | |
nonexpansive semigroup | |
nonlinear analysis | |
Nonstandard analysis | |
nonstandard methods | |
Nonstandard models of Arithmetic | |
Normal numbers | |
normalization | |
numerical existence property | |
O | |
o-minimality | |
open colorings | |
optimization theory | |
Ordinal analysis | |
ordinal assignment | |
outer measure | |
P | |
PA above | |
Pairing functions | |
Paraconsistency | |
paraconsistent reasoning | |
paradox | |
Paradoxes of Intensionality | |
paradoxicality | |
Parallel Composition | |
parthood | |
partial ordering | |
partition relations | |
PCF space | |
Peano arithmetic | |
perfect set theorem | |
perfect subsets | |
Permutation invariance | |
PERSON-TO-PERSON | |
PERSON-TO-PROPOSITION | |
Peterson Intermediate Syllogisms | |
phase semantics | |
phenomenology | |
Philosophical Logic | |
philosophy | |
Pi^1_1-Comprehension | |
plausibility model | |
plural | |
pluralism | |
politics | |
Polynomial functors | |
Prawitz's conjecture | |
predicativity | |
prefix decidability | |
presupposition | |
principal numbering | |
proof complexity | |
proof mining | |
proof nets | |
proof search | |
proof theoretic strength | |
proof theory | |
proof-theoretic semantics | |
proper classes | |
proposition | |
PROPOSITION-TO-PROPOSITION | |
Propositional Dynamic Logic | |
propositional logic | |
propositional proof theory | |
Provability | |
Provability logics | |
Provability predicates | |
proximal point algorithm | |
pseudofinite | |
public announcement logic | |
pushdown automaton | |
Q | |
quantum mechanics | |
quite o-minimal theory | |
quite o-minimality | |
quotient structures | |
R | |
Rado Conjecture | |
Ramification | |
Ramsey property | |
Ramsey theory | |
Ramsey's Theorem | |
random structures | |
Rational reconstruction | |
rationality | |
real number computations | |
Reasoning | |
reasoning about belief | |
reconstruction results | |
recursion | |
Recursive saturation | |
Reflection principles | |
Regret games | |
Regular ultrafilters | |
relation algebras | |
RELATION VERB | |
relative consistency proof | |
Relative modalities | |
relevant logic | |
relevant logics | |
Renaissance Geometry | |
Replacement of Equivalents | |
representability | |
Rescher quantifier | |
restrictions | |
restrictiveness | |
reverse mathematics | |
right | |
Rogers semilattice | |
Routley-Meyer semantics | |
Rule | |
Russian | |
S | |
Satisfaction Classes | |
schema mappings | |
Schreier families | |
Second incompleteness theorem | |
second order logic | |
second-order arithmetic | |
second-order language | |
self-reference | |
Semantics | |
semantics for modal logic | |
semiotic triad | |
semiring | |
sentence | |
sequence of sets | |
sequent | |
Sequent calculus | |
Sequentiality | |
session types | |
set theory | |
sheaf models | |
Sheaves | |
Sigma-definability | |
sigma-homeomorphism | |
Sigma-reducibility | |
Sigma_1-separation | |
similarity | |
Simplification of the 2nd Incompleteness Theorem | |
simply typed lambda calulus | |
SOL | |
Solovay model | |
Sorites paradox | |
speech-act | |
square of opposition | |
Squeezing arguments | |
stability | |
stability theory | |
stable theory | |
Star combinatory calculus | |
statement | |
stick principle | |
Stratified set theory | |
strengthening the induction hypothesis | |
string type | |
strong convex theory | |
strong logics | |
strong normalization | |
strongly compact cardinal | |
strongly ergodic actions | |
Structural Ramsey theory | |
structural rules | |
submodel | |
subrecursive hierarchies | |
substructural logics | |
subsymmetric sequences | |
Subsystems of second order arithmetic | |
succinctness | |
surreal numbers | |
survey | |
Symbolic Dynamics | |
Synthetic Method | |
SysML | |
T | |
Tautologies | |
temporal logic | |
Temporal reasoning | |
Tennebaum phenomena | |
tense logic | |
Test Operator | |
the enumeration degrees | |
theorem proving | |
Three-valued logic | |
Three-valued logics | |
Timed systems | |
tomographs | |
Topos Theory | |
translation between logics | |
transseries | |
transversal | |
tree property | |
Tribes | |
truth | |
Turing degrees | |
twin primes | |
type theory | |
types | |
U | |
ultrafilter | |
ultrafilter equations | |
undecidability | |
Undefinability | |
Uniform reflection scheme | |
Uniform substitution | |
Uniformization Rule | |
univalence axiom | |
Univalent Foundations | |
Universal Algebra | |
Universal theories | |
UNIVERSALIZED-CONDITIONAL | |
Unprovability of consistency formulae in PA | |
utility streams | |
V | |
Validity | |
VC dimension | |
Volutionary Arithmetic | |
W | |
weak arithmetics | |
weak o-minimality | |
weak pigeonhole principle | |
weakly compact | |
weakly pre-complete c.e.preorders | |
weakly precomplete ceers | |
Weighted timed systems | |
Well-Ordering Principles | |
Wellfoundedness | |
Woodin cardinals | |
Y | |
Young measures | |
Ł | |
Łukasiewicz logic |