February 26, 2019

REACTION RATE FOR HOMOGENEOUS REACTIONS (CHEMICAL REACTION ENGINEERING-1)


REACTION RATE FOR HOMOGENEOUS REACTIONS (CHEMICAL REACTION ENGINEERING-1) REACTION RATE FOR HOMOGENEOUS REACTIONS (CHEMICAL REACTION ENGINEERING-1)

KINETICS OF HOMOGENEOUS REACTIONS (CHEMICAL REACTION ENGINEERING-1)


KINETICS OF HOMOGENEOUS REACTIONS (CHEMICAL REACTION ENGINEERING-1) KINETICS OF HOMOGENEOUS REACTIONS (CHEMICAL REACTION ENGINEERING-1)

KINETICS OF HETEROGENEOUS REACTIONS PART III (CHEMICAL REACTION ENGINEERING-1)


KINETICS OF HETEROGENEOUS REACTIONS PART III (CHEMICAL REACTION ENGINEERING-1) KINETICS OF HETEROGENEOUS REACTIONS PART III (CHEMICAL REACTION ENGINEERING-1)

KINETICS OF HETEROGENEOUS REACTIONS PART II (CHEMICAL REACTION ENGINEERING-1)


KINETICS OF HETEROGENEOUS REACTIONS PART II (CHEMICAL REACTION ENGINEERING-1) KINETICS OF HETEROGENEOUS REACTIONS PART II (CHEMICAL REACTION ENGINEERING-1)

KINETICS OF HETEROGENEOUS REACTIONS PART I (CHEMICAL REACTION ENGINEERING-1)


KINETICS OF HETEROGENEOUS REACTIONS PART I (CHEMICAL REACTION ENGINEERING-1) KINETICS OF HETEROGENEOUS REACTIONS PART I (CHEMICAL REACTION ENGINEERING-1)

February 25, 2019

BASICS OF KINETICS (CHEMICAL REACTION ENGINEERING-1)


BASICS OF KINETICS (CHEMICAL REACTION ENGINEERING-1) BASICS OF KINETICS (CHEMICAL REACTION ENGINEERING-1)

February 24, 2019

DESIGN OF MIXED FLOW REACTORS (CHEMICAL REACTION ENGINEERING-1)


DESIGN OF MIXED FLOW REACTORS (CHEMICAL REACTION ENGINEERING-1) DESIGN OF MIXED FLOW REACTORS (CHEMICAL REACTION ENGINEERING-1)

BASICS OF MIXED FLOW REACTORS (CHEMICAL REACTION ENGINEERING-1)


BASICS OF MIXED FLOW REACTORS (CHEMICAL REACTION ENGINEERING-1) BASICS OF MIXED FLOW REACTORS (CHEMICAL REACTION ENGINEERING-1)

DESIGN OF PLUG FLOW REACTORS PART II (CHEMICAL REACTION ENGINEERING-1)


DESIGN OF PLUG FLOW REACTORS PART II (CHEMICAL REACTION ENGINEERING-1) DESIGN OF PLUG FLOW REACTORS PART II (CHEMICAL REACTION ENGINEERING-1)

DESIGN OF PLUG FLOW REACTORS PART I (CHEMICAL REACTION ENGINEERING-1)


DESIGN OF PLUG FLOW REACTORS PART I (CHEMICAL REACTION ENGINEERING-1) DESIGN OF PLUG FLOW REACTORS PART I (CHEMICAL REACTION ENGINEERING-1)

BASICS OF PLUG FLOW REACTOR PART II (CHEMICAL REACTION ENGINEERING-1)


BASICS OF PLUG FLOW REACTOR PART II (CHEMICAL REACTION ENGINEERING-1) BASICS OF PLUG FLOW REACTOR PART II (CHEMICAL REACTION ENGINEERING-1)

February 22, 2019

BASICS OF PLUG FLOW REACTOR PART I (CHEMICAL REACTION ENGINEERING-1)


BASICS OF PLUG FLOW REACTOR PART I (CHEMICAL REACTION ENGINEERING-1) BASICS OF PLUG FLOW REACTOR PART I (CHEMICAL REACTION ENGINEERING-1)

DESIGN OF BATCH REACTORS PART II (CHEMICAL REACTION ENGINEERING-1)


DESIGN OF BATCH REACTORS PART II (CHEMICAL REACTION ENGINEERING-1) DESIGN OF BATCH REACTORS PART II (CHEMICAL REACTION ENGINEERING-1)

DESIGN OF BATCH REACTORS PART I (CHEMICAL REACTION ENGINEERING-1)


DESIGN OF BATCH REACTORS PART I (CHEMICAL REACTION ENGINEERING-1) DESIGN OF BATCH REACTORS PART I (CHEMICAL REACTION ENGINEERING-1)

BASICS OF KINETICS AND CONTACTING (CHEMICAL REACTION ENGINEERING-1)


BASICS OF KINETICS AND CONTACTING (CHEMICAL REACTION ENGINEERING-1) BASICS OF KINETICS AND CONTACTING (CHEMICAL REACTION ENGINEERING-1)

HOMOGENEOUS & HETEROGENEOUS REACTIONS PART II (CHEMICAL REACTION ENGINEERING-1)


HOMOGENEOUS & HETEROGENEOUS REACTIONS PART II (CHEMICAL REACTION ENGINEERING-1) HOMOGENEOUS & HETEROGENEOUS REACTIONS PART II (CHEMICAL REACTION ENGINEERING-1)

HOMOGENEOUS & HETEROGENEOUS REACTIONS PART I (CHEMICAL REACTION ENGINEERING-1)


HOMOGENEOUS & HETEROGENEOUS REACTIONS PART I (CHEMICAL REACTION ENGINEERING-1) HOMOGENEOUS & HETEROGENEOUS REACTIONS PART I (CHEMICAL REACTION ENGINEERING-1)

WHAT IS CHEMICAL REACTION ENGG. PART II (CHEMICAL REACTION ENGINEERING-1)


WHAT IS CHEMICAL REACTION ENGG. PART II (CHEMICAL REACTION ENGINEERING-1) WHAT IS CHEMICAL REACTION ENGG. PART II (CHEMICAL REACTION ENGINEERING-1)

WHAT IS CHEMICAL REACTION ENGG. PART I (CHEMICAL REACTION ENGINEERING-1)


WHAT IS CHEMICAL REACTION ENGG. PART I (CHEMICAL REACTION ENGINEERING-1) WHAT IS CHEMICAL REACTION ENGG. PART I (CHEMICAL REACTION ENGINEERING-1)

WHAT IS CHEMICAL ENGG. - II (CHEMICAL REACTION ENGINEERING-1)


WHAT IS CHEMICAL ENGG. - II (CHEMICAL REACTION ENGINEERING-1) WHAT IS CHEMICAL ENGG. - II (CHEMICAL REACTION ENGINEERING-1)

WHAT IS CHEMICAL ENGG. - I (CHEMICAL REACTION ENGINEERING-1)


WHAT IS CHEMICAL ENGG. - I (CHEMICAL REACTION ENGINEERING-1) WHAT IS CHEMICAL ENGG. - I (CHEMICAL REACTION ENGINEERING-1)

MOTIVATION & INTRODUCTION PART II (CHEMICAL REACTION ENGINEERING-1)


MOTIVATION & INTRODUCTION PART II (CHEMICAL REACTION ENGINEERING-1) MOTIVATION & INTRODUCTION PART II (CHEMICAL REACTION ENGINEERING-1)

MOTIVATION & INTRODUCTION PART-I (CHEMICAL REACTION ENGINEERING-1)


MOTIVATION & INTRODUCTION PART-I (CHEMICAL REACTION ENGINEERING-1) MOTIVATION & INTRODUCTION PART-I (CHEMICAL REACTION ENGINEERING-1)

February 21, 2019

ANY VARIETY IS A SMOOTH HYPERSURFACE ON AN OPEN DENSE SUBSET (MATHEMATICS - BASIC ALGEBRAIC)


ANY VARIETY IS A SMOOTH HYPERSURFACE ON AN OPEN DENSE SUBSET (MATHEMATICS - BASIC ALGEBRAIC) ANY VARIETY IS A SMOOTH HYPERSURFACE ON AN OPEN DENSE SUBSET (MATHEMATICS - BASIC ALGEBRAIC)

ANY VARIETY IS A SMOOTH MANIFOLD WITH OR WITHOUT NON-SMOOTH BOUNDARY (MATHEMATICS - BASIC ALGEBRAIC)


ANY VARIETY IS A SMOOTH MANIFOLD WITH OR WITHOUT NON-SMOOTH BOUNDARY (MATHEMATICS - BASIC ALGEBRAIC) ANY VARIETY IS A SMOOTH MANIFOLD WITH OR WITHOUT NON-SMOOTH BOUNDARY (MATHEMATICS - BASIC ALGEBRAIC)

HOW LOCAL RINGS DETECT SMOOTHNESS OR NONSINGULARITY IN ALGEBRAIC GEOMETRY (MATHEMATICS - BASIC ALGEBRAIC)


HOW LOCAL RINGS DETECT SMOOTHNESS OR NONSINGULARITY IN ALGEBRAIC GEOMETRY (MATHEMATICS - BASIC ALGEBRAIC) HOW LOCAL RINGS DETECT SMOOTHNESS OR NONSINGULARITY IN ALGEBRAIC GEOMETRY (MATHEMATICS - BASIC ALGEBRAIC)

WHY LOCAL RINGS PROVIDE CALCULUS WITHOUT LIMITS FOR ALGEBRAIC GEOMETRY PUN INTENDED! (MATHEMATICS - BASIC ALGEBRAIC)


WHY LOCAL RINGS PROVIDE CALCULUS WITHOUT LIMITS FOR ALGEBRAIC GEOMETRY PUN INTENDED! (MATHEMATICS - BASIC ALGEBRAIC) WHY LOCAL RINGS PROVIDE CALCULUS WITHOUT LIMITS FOR ALGEBRAIC GEOMETRY PUN INTENDED! (MATHEMATICS - BASIC ALGEBRAIC)

LOCAL RING ISOMORPHISM, EQUALS FUNCTION FIELD ISOMORPHISM, EQUALS BIRATIONALITY (MATHEMATICS - BASIC ALGEBRAIC)


LOCAL RING ISOMORPHISM, EQUALS FUNCTION FIELD ISOMORPHISM, EQUALS BIRATIONALITY (MATHEMATICS - BASIC ALGEBRAIC) LOCAL RING ISOMORPHISM, EQUALS FUNCTION FIELD ISOMORPHISM, EQUALS BIRATIONALITY (MATHEMATICS - BASIC ALGEBRAIC)

GEOMETRIC MEANING OF ISOMORPHISM OF LOCAL RINGS (MATHEMATICS - BASIC ALGEBRAIC)


GEOMETRIC MEANING OF ISOMORPHISM OF LOCAL RINGS (MATHEMATICS - BASIC ALGEBRAIC) GEOMETRIC MEANING OF ISOMORPHISM OF LOCAL RINGS (MATHEMATICS - BASIC ALGEBRAIC)

THE IMPORTANCE OF LOCAL RINGS (MATHEMATICS - BASIC ALGEBRAIC)


THE IMPORTANCE OF LOCAL RINGS (MATHEMATICS - BASIC ALGEBRAIC) THE IMPORTANCE OF LOCAL RINGS (MATHEMATICS - BASIC ALGEBRAIC)

THE IMPORTANCE OF LOCAL RINGS - A MORPHISM IS AN ISOMORPHISM (MATHEMATICS - BASIC ALGEBRAIC)


THE IMPORTANCE OF LOCAL RINGS - A MORPHISM IS AN ISOMORPHISM (MATHEMATICS - BASIC ALGEBRAIC) THE IMPORTANCE OF LOCAL RINGS - A MORPHISM IS AN ISOMORPHISM (MATHEMATICS - BASIC ALGEBRAIC)

THE D-UPLE EMBEDDING AND THE NON-INTRINSIC NATURE OF THE HOMOGENEOUS COORDINATE RING (MATHEMATICS - BASIC ALGEBRAIC)


THE D-UPLE EMBEDDING AND THE NON-INTRINSIC NATURE OF THE HOMOGENEOUS COORDINATE RING (MATHEMATICS - BASIC ALGEBRAIC) THE D-UPLE EMBEDDING AND THE NON-INTRINSIC NATURE OF THE HOMOGENEOUS COORDINATE RING (MATHEMATICS - BASIC ALGEBRAIC)

GLOBAL REGULAR FUNCTIONS ON PROJECTIVE VARIETIES ARE SIMPLY THE CONSTANTS (MATHEMATICS - BASIC ALGEBRAIC)


GLOBAL REGULAR FUNCTIONS ON PROJECTIVE VARIETIES ARE SIMPLY THE CONSTANTS (MATHEMATICS - BASIC ALGEBRAIC) GLOBAL REGULAR FUNCTIONS ON PROJECTIVE VARIETIES ARE SIMPLY THE CONSTANTS (MATHEMATICS - BASIC ALGEBRAIC)

FIELDS OF RATIONAL FUNCTIONS OR FUNCTION FIELDS OF AFFINE AND PROJECTIVE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)


FIELDS OF RATIONAL FUNCTIONS OR FUNCTION FIELDS OF AFFINE AND PROJECTIVE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC) FIELDS OF RATIONAL FUNCTIONS OR FUNCTION FIELDS OF AFFINE AND PROJECTIVE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)

THE FIELD OF RATIONAL FUNCTIONS OR FUNCTION FIELD OF A VARIETY (MATHEMATICS - BASIC ALGEBRAIC)


THE FIELD OF RATIONAL FUNCTIONS OR FUNCTION FIELD OF A VARIETY (MATHEMATICS - BASIC ALGEBRAIC) THE FIELD OF RATIONAL FUNCTIONS OR FUNCTION FIELD OF A VARIETY (MATHEMATICS - BASIC ALGEBRAIC)

THE FORMULA FOR THE LOCAL RING AT A POINT OF A PROJECTIVE VARIETY (MATHEMATICS - BASIC ALGEBRAIC)


THE FORMULA FOR THE LOCAL RING AT A POINT OF A PROJECTIVE VARIETY (MATHEMATICS - BASIC ALGEBRAIC) THE FORMULA FOR THE LOCAL RING AT A POINT OF A PROJECTIVE VARIETY (MATHEMATICS - BASIC ALGEBRAIC)

THE BIRTH OF LOCAL RINGS IN GEOMETRY AND IN ALGEBRA (MATHEMATICS - BASIC ALGEBRAIC)


THE BIRTH OF LOCAL RINGS IN GEOMETRY AND IN ALGEBRA (MATHEMATICS - BASIC ALGEBRAIC) THE BIRTH OF LOCAL RINGS IN GEOMETRY AND IN ALGEBRA (MATHEMATICS - BASIC ALGEBRAIC)

February 20, 2019

DOING CALCULUS WITHOUT LIMITS IN GEOMETRY (MATHEMATICS - BASIC ALGEBRAIC)


DOING CALCULUS WITHOUT LIMITS IN GEOMETRY (MATHEMATICS - BASIC ALGEBRAIC) DOING CALCULUS WITHOUT LIMITS IN GEOMETRY (MATHEMATICS - BASIC ALGEBRAIC)

ADDING A VARIABLE IS UNDONE BY HOMOGENOUS LOCALIZATION (MATHEMATICS - BASIC ALGEBRAIC)


ADDING A VARIABLE IS UNDONE BY HOMOGENOUS LOCALIZATION (MATHEMATICS - BASIC ALGEBRAIC) ADDING A VARIABLE IS UNDONE BY HOMOGENOUS LOCALIZATION (MATHEMATICS - BASIC ALGEBRAIC)

TRANSLATING HOMOGENEOUS LOCALISATION INTO GEOMETRY AND BACK (MATHEMATICS - BASIC ALGEBRAIC)


TRANSLATING HOMOGENEOUS LOCALISATION INTO GEOMETRY AND BACK (MATHEMATICS - BASIC ALGEBRAIC) TRANSLATING HOMOGENEOUS LOCALISATION INTO GEOMETRY AND BACK (MATHEMATICS - BASIC ALGEBRAIC)

EXPANDING THE CATEGORY OF VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)


EXPANDING THE CATEGORY OF VARIETIES (MATHEMATICS - BASIC ALGEBRAIC) EXPANDING THE CATEGORY OF VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)

TRANSLATING PROJECTIVE GEOMETRY INTO GRADED RINGS AND HOMOGENEOUS IDEALS (MATHEMATICS - BASIC ALGEBRAIC)


TRANSLATING PROJECTIVE GEOMETRY INTO GRADED RINGS AND HOMOGENEOUS IDEALS (MATHEMATICS - BASIC ALGEBRAIC) TRANSLATING PROJECTIVE GEOMETRY INTO GRADED RINGS AND HOMOGENEOUS IDEALS (MATHEMATICS - BASIC ALGEBRAIC)

GLUING (N+1) COPIES OF AFFINE N-SPACE TO PRODUCE PROJECTIVE N-SPACE IN TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)


GLUING (N+1) COPIES OF AFFINE N-SPACE TO PRODUCE PROJECTIVE N-SPACE IN TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC) GLUING (N+1) COPIES OF AFFINE N-SPACE TO PRODUCE PROJECTIVE N-SPACE IN TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)

THE VARIOUS AVATARS OF PROJECTIVE N-SPACE (MATHEMATICS - BASIC ALGEBRAIC)


THE VARIOUS AVATARS OF PROJECTIVE N-SPACE (MATHEMATICS - BASIC ALGEBRAIC) THE VARIOUS AVATARS OF PROJECTIVE N-SPACE (MATHEMATICS - BASIC ALGEBRAIC)

AUTOMORPHISMS OF AFFINE SPACES AND OF POLYNOMIAL RINGS - THE JACOBIAN CONJECTURE (MATHEMATICS - BASIC ALGEBRAIC)


AUTOMORPHISMS OF AFFINE SPACES AND OF POLYNOMIAL RINGS - THE JACOBIAN CONJECTURE (MATHEMATICS - BASIC ALGEBRAIC) AUTOMORPHISMS OF AFFINE SPACES AND OF POLYNOMIAL RINGS - THE JACOBIAN CONJECTURE (MATHEMATICS - BASIC ALGEBRAIC)

THE COORDINATE RING OF AN AFFINE VARIETY (MATHEMATICS - BASIC ALGEBRAIC)


THE COORDINATE RING OF AN AFFINE VARIETY (MATHEMATICS - BASIC ALGEBRAIC) THE COORDINATE RING OF AN AFFINE VARIETY (MATHEMATICS - BASIC ALGEBRAIC)

MORPHISMS INTO AN AFFINE CORRESPOND TO K-ALGEBRA HOMOMORPHISMS (MATHEMATICS - BASIC ALGEBRAIC)


MORPHISMS INTO AN AFFINE CORRESPOND TO K-ALGEBRA HOMOMORPHISMS (MATHEMATICS - BASIC ALGEBRAIC) MORPHISMS INTO AN AFFINE CORRESPOND TO K-ALGEBRA HOMOMORPHISMS (MATHEMATICS - BASIC ALGEBRAIC)

TRANSLATING MORPHISMS INTO AFFINES AS K-ALGEBRA MAPS (MATHEMATICS - BASIC ALGEBRAIC)


TRANSLATING MORPHISMS INTO AFFINES AS K-ALGEBRA MAPS (MATHEMATICS - BASIC ALGEBRAIC) TRANSLATING MORPHISMS INTO AFFINES AS K-ALGEBRA MAPS (MATHEMATICS - BASIC ALGEBRAIC)

CHARACTERIZING AFFINE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)


CHARACTERIZING AFFINE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC) CHARACTERIZING AFFINE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)

WHAT IS A GLOBAL REGULAR FUNCTION ON A QUASI-AFFINE VARIETY? (MATHEMATICS - BASIC ALGEBRAIC)


WHAT IS A GLOBAL REGULAR FUNCTION ON A QUASI-AFFINE VARIETY? (MATHEMATICS - BASIC ALGEBRAIC) WHAT IS A GLOBAL REGULAR FUNCTION ON A QUASI-AFFINE VARIETY? (MATHEMATICS - BASIC ALGEBRAIC)

QUASI-COMPACTNESS IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)


QUASI-COMPACTNESS IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC) QUASI-COMPACTNESS IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)

THE RING OF FUNCTIONS ON A BASIC OPEN SET IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)


THE RING OF FUNCTIONS ON A BASIC OPEN SET IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC) THE RING OF FUNCTIONS ON A BASIC OPEN SET IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)

ANALYZING OPEN SETS AND BASIC OPEN SETS FOR THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)


ANALYZING OPEN SETS AND BASIC OPEN SETS FOR THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC) ANALYZING OPEN SETS AND BASIC OPEN SETS FOR THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)

CAPTURING AN AFFINE VARIETY TOPOLOGICALLY (MATHEMATICS - BASIC ALGEBRAIC)


CAPTURING AN AFFINE VARIETY TOPOLOGICALLY (MATHEMATICS - BASIC ALGEBRAIC) CAPTURING AN AFFINE VARIETY TOPOLOGICALLY (MATHEMATICS - BASIC ALGEBRAIC)

WHY SHOULD WE STUDY AFFINE COORDINATE RINGS OF FUNCTIONS ON AFFINE VARIETIES ? (MATHEMATICS - BASIC ALGEBRAIC)


WHY SHOULD WE STUDY AFFINE COORDINATE RINGS OF FUNCTIONS ON AFFINE VARIETIES ? (MATHEMATICS - BASIC ALGEBRAIC) WHY SHOULD WE STUDY AFFINE COORDINATE RINGS OF FUNCTIONS ON AFFINE VARIETIES ? (MATHEMATICS - BASIC ALGEBRAIC)

GEOMETRIC HYPERSURFACES ARE PRECISELY ALGEBRAIC HYPERSURFACES (MATHEMATICS - BASIC ALGEBRAIC)


GEOMETRIC HYPERSURFACES ARE PRECISELY ALGEBRAIC HYPERSURFACES (MATHEMATICS - BASIC ALGEBRAIC) GEOMETRIC HYPERSURFACES ARE PRECISELY ALGEBRAIC HYPERSURFACES (MATHEMATICS - BASIC ALGEBRAIC)

THE RING OF POLYNOMIAL FUNCTIONS ON AN AFFINE VARIETY (MATHEMATICS - BASIC ALGEBRAIC)


THE RING OF POLYNOMIAL FUNCTIONS ON AN AFFINE VARIETY (MATHEMATICS - BASIC ALGEBRAIC) THE RING OF POLYNOMIAL FUNCTIONS ON AN AFFINE VARIETY (MATHEMATICS - BASIC ALGEBRAIC)

TOPOLOGICAL DIMENSION, KRULL DIMENSION AND HEIGHTS OF PRIME IDEALS (MATHEMATICS - BASIC ALGEBRAIC)


TOPOLOGICAL DIMENSION, KRULL DIMENSION AND HEIGHTS OF PRIME IDEALS(MATHEMATICS - BASIC ALGEBRAIC) TOPOLOGICAL DIMENSION, KRULL DIMENSION AND HEIGHTS OF PRIME IDEALS(MATHEMATICS - BASIC ALGEBRAIC)

THE NOETHERIAN DECOMPOSITION OF AFFINE ALGEBRAIC SUBSETS INTO AFFINE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)


THE NOETHERIAN DECOMPOSITION OF AFFINE ALGEBRAIC SUBSETS INTO AFFINE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC) THE NOETHERIAN DECOMPOSITION OF AFFINE ALGEBRAIC SUBSETS INTO AFFINE VARIETIES (MATHEMATICS - BASIC ALGEBRAIC)

UNDERSTANDING THE ZARISKI TOPOLOGY ON THE AFFINE LINE (MATHEMATICS - BASIC ALGEBRAIC)


UNDERSTANDING THE ZARISKI TOPOLOGY ON THE AFFINE LINE (MATHEMATICS - BASIC ALGEBRAIC) UNDERSTANDING THE ZARISKI TOPOLOGY ON THE AFFINE LINE (MATHEMATICS - BASIC ALGEBRAIC)

IRREDUCIBLE CLOSED SUBSETS CORRESPOND TO IDEALS WHOSE RADICALS ARE PRIME (MATHEMATICS - BASIC ALGEBRAIC)


IRREDUCIBLE CLOSED SUBSETS CORRESPOND TO IDEALS WHOSE RADICALS ARE PRIME (MATHEMATICS - BASIC ALGEBRAIC) IRREDUCIBLE CLOSED SUBSETS CORRESPOND TO IDEALS WHOSE RADICALS ARE PRIME (MATHEMATICS - BASIC ALGEBRAIC)

IRREDUCIBILITY IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)


IRREDUCIBILITY IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC) IRREDUCIBILITY IN THE ZARISKI TOPOLOGY (MATHEMATICS - BASIC ALGEBRAIC)

GOING BACK AND FORTH BETWEEN SUBSETS AND IDEALS (MATHEMATICS - BASIC ALGEBRAIC)


GOING BACK AND FORTH BETWEEN SUBSETS AND IDEALS (MATHEMATICS - BASIC ALGEBRAIC) GOING BACK AND FORTH BETWEEN SUBSETS AND IDEALS (MATHEMATICS - BASIC ALGEBRAIC)

THE ZARISKI TOPOLOGY AND AFFINE SPACE (MATHEMATICS - BASIC ALGEBRAIC)


THE ZARISKI TOPOLOGY AND AFFINE SPACE (MATHEMATICS - BASIC ALGEBRAIC) THE ZARISKI TOPOLOGY AND AFFINE SPACE (MATHEMATICS - BASIC ALGEBRAIC)

WHAT IS ALGEBRAIC GEOMETRY? (MATHEMATICS - BASIC ALGEBRAIC)


WHAT IS ALGEBRAIC GEOMETRY? (MATHEMATICS - BASIC ALGEBRAIC) WHAT IS ALGEBRAIC GEOMETRY? (MATHEMATICS - BASIC ALGEBRAIC)

February 19, 2019

ENVIRONMENT, HEALTH AND SAFETY ASPECTS (MECHANICAL - METAL CASTING)


ENVIRONMENT, HEALTH AND SAFETY ASPECTS (MECHANICAL - METAL CASTING) ENVIRONMENT, HEALTH AND SAFETY ASPECTS (MECHANICAL - METAL CASTING)

DESIGN CONSIDERATION AND ECONOMICS (MECHANICAL - METAL CASTING)


DESIGN CONSIDERATION AND ECONOMICS (MECHANICAL - METAL CASTING) DESIGN CONSIDERATION AND ECONOMICS (MECHANICAL - METAL CASTING)

INSPECTION, TESTING AND QUALITY CONTROL (MECHANICAL - METAL CASTING)


INSPECTION, TESTING AND QUALITY CONTROL (MECHANICAL - METAL CASTING) INSPECTION, TESTING AND QUALITY CONTROL (MECHANICAL - METAL CASTING)

SHAKEOUT, FETTLING AND FINISHING (MECHANICAL - METAL CASTING)


SHAKEOUT, FETTLING AND FINISHING (MECHANICAL - METAL CASTING) SHAKEOUT, FETTLING AND FINISHING (MECHANICAL - METAL CASTING)

EVAPORATIVE PATTERN CASTING AND PLASTER MOULDING (MECHANICAL - METAL CASTING)


EVAPORATIVE PATTERN CASTING AND PLASTER MOULDING (MECHANICAL - METAL CASTING) EVAPORATIVE PATTERN CASTING AND PLASTER MOULDING (MECHANICAL - METAL CASTING)

VACUUM SEALED MOULDING AND SQUEEZE CASTING (MECHANICAL - METAL CASTING)


VACUUM SEALED MOULDING AND SQUEEZE CASTING (MECHANICAL - METAL CASTING) VACUUM SEALED MOULDING AND SQUEEZE CASTING (MECHANICAL - METAL CASTING)

CENTRIFUGAL CASTING PROCESS (MECHANICAL - METAL CASTING)


CENTRIFUGAL CASTING PROCESS (MECHANICAL - METAL CASTING) CENTRIFUGAL CASTING PROCESS (MECHANICAL - METAL CASTING)

CONTINUOUS CASTING PROCESS (MECHANICAL - METAL CASTING)


CONTINUOUS CASTING PROCESS (MECHANICAL - METAL CASTING) CONTINUOUS CASTING PROCESS (MECHANICAL - METAL CASTING)

INVESTMENT CASTING PROCESS-II (MECHANICAL - METAL CASTING)


INVESTMENT CASTING PROCESS-II (MECHANICAL - METAL CASTING) INVESTMENT CASTING PROCESS-II (MECHANICAL - METAL CASTING)

INVESTMENT CASTING PROCESS-I (MECHANICAL - METAL CASTING)


INVESTMENT CASTING PROCESS-I (MECHANICAL - METAL CASTING) INVESTMENT CASTING PROCESS-I (MECHANICAL - METAL CASTING)

DIE CASTING PROCESS-II (MECHANICAL - METAL CASTING)


DIE CASTING PROCESS-II (MECHANICAL - METAL CASTING) DIE CASTING PROCESS-II (MECHANICAL - METAL CASTING)

DIE CASTING PROCESS-I (MECHANICAL - METAL CASTING)


DIE CASTING PROCESS-I (MECHANICAL - METAL CASTING) DIE CASTING PROCESS-I (MECHANICAL - METAL CASTING)

COPPER, ZINC AND TITANIUM CAST ALLOYS (MECHANICAL - METAL CASTING)


COPPER, ZINC AND TITANIUM CAST ALLOYS (MECHANICAL - METAL CASTING) COPPER, ZINC AND TITANIUM CAST ALLOYS (MECHANICAL - METAL CASTING)

ALUMINUM AND MAGNESIUM CAST ALLOYS (MECHANICAL - METAL CASTING)


ALUMINUM AND MAGNESIUM CAST ALLOYS (MECHANICAL - METAL CASTING) ALUMINUM AND MAGNESIUM CAST ALLOYS (MECHANICAL - METAL CASTING)

CAST IRONS AND STEELS (MECHANICAL - METAL CASTING)


CAST IRONS AND STEELS (MECHANICAL - METAL CASTING) CAST IRONS AND STEELS (MECHANICAL - METAL CASTING)

SOLIDIFICATION (MECHANICAL - METAL CASTING)


SOLIDIFICATION (MECHANICAL - METAL CASTING) SOLIDIFICATION (MECHANICAL - METAL CASTING)

FLUIDITY OF MOLTEN METAL (MECHANICAL - METAL CASTING)


FLUIDITY OF MOLTEN METAL (MECHANICAL - METAL CASTING) FLUIDITY OF MOLTEN METAL (MECHANICAL - METAL CASTING)

TREATMENT OF MOLTEN METAL (MECHANICAL - METAL CASTING)


TREATMENT OF MOLTEN METAL (MECHANICAL - METAL CASTING) TREATMENT OF MOLTEN METAL (MECHANICAL - METAL CASTING)

MELTING FURNACES AND PRACTICE (MECHANICAL - METAL CASTING)


MELTING FURNACES AND PRACTICE (MECHANICAL - METAL CASTING) MELTING FURNACES AND PRACTICE (MECHANICAL - METAL CASTING)

SAND CASTING DEFECTS-2 (MECHANICAL - METAL CASTING)


SAND CASTING DEFECTS-2 (MECHANICAL - METAL CASTING) SAND CASTING DEFECTS-2 (MECHANICAL - METAL CASTING)

SAND CASTING DEFECTS-1 (MECHANICAL - METAL CASTING)


SAND CASTING DEFECTS-1 (MECHANICAL - METAL CASTING) SAND CASTING DEFECTS-1 (MECHANICAL - METAL CASTING)

DESIGN OF GATING SYSTEM-2 (MECHANICAL - METAL CASTING)


DESIGN OF GATING SYSTEM-2 (MECHANICAL - METAL CASTING) DESIGN OF GATING SYSTEM-2 (MECHANICAL - METAL CASTING)

DESIGN OF GATING SYSTEM-1 (MECHANICAL - METAL CASTING)


DESIGN OF GATING SYSTEM-1 (MECHANICAL - METAL CASTING) DESIGN OF GATING SYSTEM-1 (MECHANICAL - METAL CASTING)

DESIGN OF RISERING SYSTEM-5 (MECHANICAL - METAL CASTING)


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DESIGN OF RISERING SYSTEM-4 (MECHANICAL - METAL CASTING)


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DESIGN OF RISERING SYSTEM-3(MECHANICAL - METAL CASTING)


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DESIGN OF RISERING SYSTEM-2 MECHANICAL - METAL CASTING)


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DESIGN OF RISERING SYSTEM-1(MECHANICAL - METAL CASTING)


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STEPS INVOLVED IN MAKING A SAND CASTING (MECHANICAL - METAL CASTING)


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PATTERNS AND ALLOWANCES (MECHANICAL - METAL CASTING)


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February 18, 2019

CORES & CORE SANDS (MECHANICAL - METAL CASTING)


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MOULDING SAND PROPERTIES TESTING (MECHANICAL - METAL CASTING)


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MOULDING SANDS PROPERTIES (MECHANICAL - METAL CASTING)


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MOULDING SANDS AND DESIGN-2 (MECHANICAL - METAL CASTING)


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MOULDING SANDS AND DESIGN-1 (MECHANICAL - METAL CASTING)


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TERMINOLOGY & TOOLS OF SAND MOULDING (MECHANICAL - METAL CASTING)


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OVERVIEW OF DIFFERENT CASTING PROCESSES-3(MECHANICAL - METAL CASTING)


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OVERVIEW OF DIFFERENT CASTING PROCESSES-2(MECHANICAL - METAL CASTING)


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OVERVIEW OF DIFFERENT CASTING PROCESSES-1(MECHANICAL - METAL CASTING)


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INTRODUCTION (MECHANICAL - METAL CASTING)


INTRODUCTION (MECHANICAL - METAL CASTING) INTRODUCTION (MECHANICAL - METAL CASTING)