| A PARALLEL SECTION FUNCTOR FOR 2-VECTOR BUNDLES |
4 |
| INVOLUTIVE CATEGORIES, COLORED (*)-OPERADS AND QUANTUM FIELD THEORY |
3 |
| A COMPOSITIONAL FRAMEWORK FOR PASSIVE LINEAR NETWORKS |
3 |
| MAJORITY CATEGORIES |
3 |
| HOMOTOPY THEORY WITH *-CATEGORIES |
2 |
| THEORY OF INTERLEAVINGS ON CATEGORIES WITH A FLOW |
2 |
| DECORATED CORELATIONS |
2 |
| SPHERES AS FROBENIUS OBJECTS |
2 |
| A PROBABILITY MONAD AS THE COLIMIT OF SPACES OF FINITE SAMPLES |
2 |
| ON FINITELY ALIGNED LEFT CANCELLATIVE SMALL CATEGORIES, ZAPPA-SZEP PRODUCTS AND EXEL-PARDO ALGEBRAS |
2 |
| LIMITS IN DAGGER CATEGORIES |
1 |
| A NOTE ON THE CATEGORICAL CONGRUENCE DISTRIBUTIVITY |
1 |
| THE FORMAL THEORY OF MULTIMONOIDAL MONADS |
1 |
| CATEGORIFICATION OF PRE-LIE ALGEBRAS AND SOLUTIONS OF 2-GRADED CLASSICAL YANG-BAXTER EQUATIONS |
1 |
| POLYNOMIALS, FIBRATIONS AND DISTRIBUTIVE LAWS |
1 |
| COARSE-GRAINING OPEN MARKOV PROCESSES |
1 |
| A TANGENT CATEGORY ALTERNATIVE TO THE FAA DI BRUNO CONSTRUCTION |
1 |
| SIX OPERATIONS FORMALISM FOR GENERALIZED OPERADS |
1 |
| CLUSTER-TILTING SUBCATEGORIES IN EXTRIANGULATED CATEGORIES |
1 |
| THE EHRESMANN-SCHEIN-NAMBOORIPAD THEOREM FOR INVERSE CATEGORIES |
1 |
| PROPS IN NETWORK THEORY |
1 |
| THE DUAL OF COMPACT ORDERED SPACES IS A VARIETY |
1 |
| PRODUCTS AND COEQUALIZERS IN POINTED CATEGORIES |
1 |
| DISTRIBUTIVE LAWS BETWEEN THE THREE GRACES |
1 |
| A MODEL STRUCTURE ON PREDERIVATORS FOR (infinity, 1)-CATEGORIES |
1 |
| THE TANGENT BUNDLE OF A MODEL CATEGORY |
1 |
| ACTOR OF A CROSSED MODULE OF LEIBNIZ ALGEBRAS |
1 |
| CONTRAVARIANCE THROUGH ENRICHMENT |
1 |
| REVISITING THE CANONICITY OF CANONICAL TRIANGULATIONS |
1 |
| GENERATING THE ALGEBRAIC THEORY OF C(X): THE CASE OF PARTIALLY ORDERED COMPACT SPACES |
1 |
| STABILITY FOR INNER FIBRATIONS REVISITED |
1 |
| REGULARITY VS. CONSTRUCTIVE COMPLETE (CO)DISTRIBUTIVITY |
1 |
| WEAK UNITS, UNIVERSAL CELLS, AND COHERENCE VIA UNIVERSALITY FOR BICATEGORIES |
1 |
| CHARACTERIZATION OF LEFT COEXTENSIVE VARIETIES OF UNIVERSAL ALGEBRAS |
0 |
| MODELS OF LINEAR LOGIC BASED ON THE SCHWARTZ epsilon-PRODUCT |
0 |
| CATEGORIES OF WEAK FRACTIONS |
0 |
| ADJUNCTION UP TO AUTOMORPHISM |
0 |
| THE GENUINE OPERADIC NERVE |
0 |
| BIPRODUCTS AND COMMUTATORS FOR NOETHERIAN FORMS |
0 |
| ON SPANS WITH RIGHT FIBRED RIGHT ADJOINTS |
0 |
| MONIC SKELETA, BOUNDARIES, AUFHEBUNG, AND THE MEANING OF 'ONE-DIMENSIONALITY' |
0 |
| A UNIVERSAL CHARACTERISATION OF CODESCENT OBJECTS |
0 |
| DOUBLE POWER MONAD PRESERVING ADJUNCTIONS ARE FROBENIUS |
0 |
| LAX PULLBACK COMPLEMENTS AND PULLBACKS OF SPANS |
0 |
| PSEUDO-KAN EXTENSIONS AND DESCENT THEORY |
0 |
| ON THE NORMALLY ORDERED TENSOR PRODUCT AND DUALITY FOR TATE OBJECTS |
0 |
| A CHARACTERIZATION OF FINAL FUNCTORS BETWEEN INTERNAL GROUPOIDS IN EXACT CATEGORIES |
0 |
| NEARLY LOCALLY PRESENTABLE CATEGORIES |
0 |
| A BRAUER-CLIFFORD-LONG GROUP FOR THE CATEGORY OF DYSLECTIC HOPF YETTER-DRINFEL'D (S, H)-MODULE ALGEBRAS |
0 |
| REGULAR PATTERNS, SUBSTITUDES, FEYNMAN CATEGORIES AND OPERADS |
0 |
