Ricci calculus
absolute differential calculus
tensorial
differential form
metric
Killing field
mostly plus
Cayley-Dickson construction
Floer homology
tensorially
analytical geometry
analytic geometry
coordinate geometry
algebrogeometric
splitting field
Kac-Moody algebra
diophantine geometry
vector algebra
algebraic geometer
field theory
algebraical
matricization
Sheffer sequence
Dewey Decimal System
Laplace-Beltrami operator
Tschirnhaus transformation
algebraist
hypertensor
Nullstellensatz
matricize
algebraically
bivector
Einstein notation
hypercritical point
Einstein space
affinor
eigenbrane
metricization
conventionalism
birational geometry
matrix algebra
prealgebraic
Brauer group
matrician
Morse function
anabelian
twistor
differential topology
algebraic variety
physicomathematical
decomposition
duotensor
relativitist
Faraday tensor
linear algebra
gerbe
vector decomposition
holonomic constraint
fundament
geometrician
tensorize
representation theory
first fundamental form
Briggsian
eigenfield
geometer
algebraic topology
metamathematical
curl
combinatorial commutative algebra
metriplectic
tropical geometry
mathmo
one-form
differentiable
zero tensor
formalism
Morse theory
parenthesis
Frobenius
root system
anabelian geometry
linear
K-function
presymplectic
algebra
tensor
otopy
eigentensor
infinitesimal analysis
hedonistic calculus
algebraic analysis
Krein-Milman theorem
moral arithmetic
semigroupoid
rank
utility calculus
hedonic calculus

English words for 'A formal system in which index notation is used to define tensors and tensor fields and the rules for their manipulation; the theory of tensor calculus as developed by Gregorio Ricci-Curbastro, which formed the foundation of the modern theory.'

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