Tabla de Contenidos: “…_ahzfhjmzifqd -- _phz1b3o5i4mx -- _9bkdlnlfxpz0 -- _yb4kh6kkv7af -- _udpr4lgq01w6 -- _djvgdkesctl7 -- _tfyiau1tpszn -- _g6nr81xnwjj7 -- _ezioxomjx0vv -- _h42p4cxljwf8 -- _8viu82oo74j1 -- _kpknmvzgna0u -- _aqfk4unr8jkx -- _8wp4h6avvtow -- _5qim4p7vntqh -- _ipq3vtrpprmg -- _d7y47bv9w2h0 -- _1joece30oaz7 -- _tdulsrweu8d4 -- _gideg65lyiyl -- _tfyiau1tpszn -- _h42p4cxljwf8 -- _8viu82oo74j1 -- _kpknmvzgna0u -- _aqfk4unr8jkx -- _8wp4h6avvtow -- _n3j9qljx7hck -- _tfyiau1tpszn -- _g6nr81xnwjj7 -- _ket5urgep8s8 -- _1nw81ygeofka -- _imv7wulfn5yj -- _2dkmv12q0tdl -- _ns9z9hr759xs -- _ktp956jtizku -- _ftmtvn1uf0jc -- _nvia0iee8vhz -- _pqhxxltv4je5 -- _dvyu5iork32p -- _ket5urgep8s8 -- _1nw81ygeofka -- _imv7wulfn5yj -- _2dkmv12q0tdl -- _jh1bvblob6tb -- _2z3kebi2ly7 -- _dvyu5iork32p -- _831yhegrp8p9 -- _nat6z74mx0fx -- _rvcfz3k8btoi -- _ket5urgep8s8 -- _imv7wulfn5yj -- _gm8vczlpp0za -- _410rdlvc8af6 -- _qh3eysob9xxv -- _fvis5quc8pmj -- _p3dnx8ekrsz0 -- _i9agcmyrz6ou -- _5bo9r46jot67 -- _jzrry2kewzdc -- _Int_ata7cbST -- _dvyu5iork32p…”

Tabla de Contenidos: “…Computation of the transition cover set -- 3.6.4. Constructing Z -- 3.6.5. Deriving a test set -- 3.6.6. Testing using the W-method -- 3.6.7. …”

Tabla de Contenidos: “….) -- 3. a. Críticas a SuZ -- 3. b. Un pensar de lo Mismo -- un pensar de lo Otro -- 3. c. …”

Tabla de Contenidos: “…Intro -- Preface -- Organization -- Invited Talks -- How to Solve Math Problems Without Talent -- Bridging Formal Mathematics and Software Verification -- The Art of SMT Solving -- Contents - Part I -- Contents - Part II -- Contents - Part III -- Decision Procedures -- Split Gröbner Bases for Satisfiability Modulo Finite Fields -- 1 Introduction -- 1.1 Related Work -- 2 Background -- 3 Motivating Example -- 3.1 Verifying the Determinism of Num2Bits -- 3.2 The Challenge of Bit-Splitting -- 3.3 Cooperative Reasoning: A Path Forward -- 4 Approach -- 4.1 Split Gröbner bases -- 4.2 Abstract Procedure: Split -- 4.3 Concrete Procedure: BitSplit -- 5 Experiments -- 5.1 Benchmarks -- 5.2 Comparison to Prior Solvers -- 5.3 Comparison to Variants -- 6 Application -- 6.1 Background on Verifiable Field-Blasting -- 6.2 A New Strategy for Verifying Operator Rules -- 7 Conclusion -- A Additional Background -- B Computing Bitsum Usage in Real World Projects -- C Proof of Theorem 1 -- D Proof of Theorems 2 and 3 -- E Proof of Lemma 1 -- F The Seq Benchmark Family -- G Proof of Theorem 4 -- References -- Arithmetic Solving in Z3 -- 1 Introduction -- 2 Design Goals and Implementation Choices -- 3 Linear Real Arithmetic -- 3.1 Linear Solving -- 3.2 Finding Equal Variables - Cheaply -- 3.3 Bounds Propagation -- 4 Integer Linear Arithmetic -- 4.1 Patching -- 4.2 Cubes -- 4.3 GCD Consistency -- 4.4 Branching -- 4.5 Cuts -- 5 Non-linear Arithmetic -- 5.1 Patch Monomials -- 5.2 Bounds Propagation -- 5.3 Adding Bounds -- 5.4 Gröbner reduction -- 5.5 Incremental Linearization -- 5.6 NLSat -- 6 Shared Equalities -- 7 Evaluation -- 8 Summary and Discussion -- References -- Algebraic Reasoning Meets Automata in Solving Linear Integer Arithmetic -- 1 Introduction -- 2 Preliminaries -- 3 Classical Automata-Based Decision Procedure for LIA…”

“…Überdies erweist sich das Buch als eine probate Einführung in einschlägige Theorien kultur- und kommunikationswissenschaftlichen Denkens.« Rainer Gries, m & z, 3 (2007)…”