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1
Quadractic Forms Which Represent All Integers
Dickson L. E.
positive
integers
2y2
represents
coefficients
forms
5z2
ax2
integer
vectors
by2
cz2
dickson
ev2
functions
latter
variables
2z2
3z2
5u2
communicated
eisenhart
mathematics
parallelism
parameter
paths
proc
proves
ramanujan
sets
soc
stated
theorem
theorems
4z2
abridged
accordingly
affine
amer
arbitrary
arrange
bull
cases
chicago
classic
coefficient
components
conclude
congruences
consider
Year:
1926
Language:
english
File:
PDF, 170 KB
Your tags:
0
/
0
english, 1926
2
Congruences of Parallelism of a Field of Vectors
Eisenhart L. P.
parallelism
vectors
congruence
equations
vector
rank
solution
functions
eisenhart
function
independent
zero
congruences
determinant
equation
moreover
parallel
solutions
arbitrary
consequently
expressible
integers
mathematics
represents
components
ev2
matrix
obtained
positive
proc
riemannian
rows
satisfied
values
2y2
5z2
accordingly
assume
coefficients
coordinate
defined
defines
determined
dxl
generalization
geometry
latter
linearly
necessary
parameter
Year:
1926
Language:
english
File:
PDF, 312 KB
Your tags:
0
/
0
english, 1926
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