Latest Research in History and Theory of Mathematics
441 research papers · 0.0 average citations · 2026 median publication year
Top Research Topics in History and Theory of Mathematics
- History and Theory of Mathematics — 44 papers
- Number Theory — 32 papers
- Analytic Number Theory Research — 31 papers
- Benford’s Law and Fraud Detection — 23 papers
- Advanced Mathematical Theories and Applications — 19 papers
- Combinatorics — 19 papers
- Mathematics and Applications — 15 papers
- semigroups and automata theory — 15 papers
- Computability, Logic, AI Algorithms — 13 papers
- Intelligence, Security, War Strategy — 11 papers
Highest-Cited Papers
- Séminaires de Géométrie Algébrique (SGA) — French/English Canon and Current Readers (1 citations)
- The Villages of Arithmetic: A Story of the NumberScape
- An Explicit Witness for the Length-40 Residual Row (10,295,432) in the Extremal [72,36,16] Type II Search
- A Verified Transversal Corpus of 5,014,161 Nonextendible Pairs of Orthogonal Latin Squares of Order 10
- Fibonacci Search Literature Gap: No Direct Hits on Anyons, E8, or Affine Level-3 Algebra — E8 Intelligence Research
- An Explicit Witness for the Length-40 Residual Row (10,295,432) in the Extremal [72,36,16] Type II Search
- Fibonacci Search Literature Gap: No Direct Hits on Anyons, E8, or Affine Level-3 Algebra — E8 Intelligence Research
- Recursive Block Addition of Integers and a General Index
- The Cosine Ruler and the Selection Law: A Computing Instrument Built on the Fibonacci 60-Ring
- Sharp-Order Closed-CPSD Separation for Odd-Prism Context Matrices
- The Cosine Ruler and the Selection Law: A Computing Instrument Built on the Fibonacci 60-Ring
- Unsolved Mathematical Frontiers: Collatz, Riemann, P vs NP, and Gödel's Limits — E8 Intelligence Research
- Unsolved Mathematical Frontiers: Collatz, Riemann, P vs NP, and Gödel's Limits — E8 Intelligence Research
- Recursive Block Addition of Integers and a General Index
- Counting Quadratic Presentations over Finite Fields : A Growing-Ball Koszul Density Theorem
- Putnam Problems: Pedagogical Elegance, No Novel Unsolved Discoveries — E8 Intelligence Research
- Putnam Problems: Pedagogical Elegance, No Novel Unsolved Discoveries — E8 Intelligence Research
- Sumerian Base-60 Math: Exact Fractions and Proto-Trigonometry Predating Greek Precision — E8 Intelligence Research
- Counting Quadratic Presentations over Finite Fields : A Growing-Ball Koszul Density Theorem
- Classical Minor Obstructions in a Nine-Region Census of Two-Layer Cube-Ideal Gluing (2 citations)