### Related

##### binomial-delta-genmatrix-kron_delta-lambda

genmatrix(lambda([i,j...

Calculate

##### binomial-delta-genmatrix-kron_delta-lambda

genmatrix(lambda([i,j...

Calculate

##### binomial-delta-genmatrix-kron_delta

h[i,j]:=kron_delta(i+...

m: genmatrix(h,1,1);

Calculate

##### binomial-delta-genmatrix-kron_delta

h[i,j]:=kron_delta(i,...

m: genmatrix(h,4,4);

Calculate

##### binomial-delta-genmatrix-kron_delta

h[i,j]:=kron_delta(i+...

m: genmatrix(h,4,4);

Calculate

##### binomial-delta-genmatrix-kron_delta

h[i,j]: kron_delta(i+...

m: genmatrix(h,4,4);

Calculate

##### binomial-delta-genmatrix-kron_delta

h[i,j]:=kron_delta(i+...

m: genmatrix(h,4,4);

Calculate

##### binomial-delta-genmatrix-kron_delta-subst

h[i,j]:=kron_delta(i,...

n:4;

m: genmatrix(h,n,n);

Calculate

##### binomial-delta-genmatrix-kron_delta

h[i,j]:=kron_delta(i+...

m: genmatrix(h,4,4);

Calculate

##### binomial-delta-genmatrix-kron_delta-subst

n:4;

h[i,j]:=kron_delta(i,...

m: genmatrix(h,n,n);

Calculate

### [binomial,delta,genmatrix,kron_delta]

Run Example
```(%i1)h[i,j]:=kron_delta(i+1,j)+binomial(n-i+1,j-j*kron_delta(j,n))*eta(j-i+1);
(%o1) h     := kron_delta(i + 1, j) + binomial(n - i + 1,
i, j
j - j kron_delta(j, n)) eta(j - i + 1)
(%i2) m: genmatrix(h,4,4);
[    eta(1) binomial(n, 1 - kron_delta(1, n))    ]
[                                                ]
[  eta(0) binomial(n - 1, 1 - kron_delta(1, n))  ]
(%o2)  Col 1 = [                                                ]
[ eta(- 1) binomial(n - 2, 1 - kron_delta(1, n)) ]
[                                                ]
[ eta(- 2) binomial(n - 3, 1 - kron_delta(1, n)) ]
[  eta(2) binomial(n, 2 - 2 kron_delta(2, n)) + 1  ]
[                                                  ]
[  eta(1) binomial(n - 1, 2 - 2 kron_delta(2, n))  ]
Col 2 = [                                                  ]
[  eta(0) binomial(n - 2, 2 - 2 kron_delta(2, n))  ]
[                                                  ]
[ eta(- 1) binomial(n - 3, 2 - 2 kron_delta(2, n)) ]
[     eta(3) binomial(n, 3 - 3 kron_delta(3, n))     ]
[                                                    ]
[ eta(2) binomial(n - 1, 3 - 3 kron_delta(3, n)) + 1 ]
Col 3 = [                                                    ]
[   eta(1) binomial(n - 2, 3 - 3 kron_delta(3, n))   ]
[                                                    ]
[   eta(0) binomial(n - 3, 3 - 3 kron_delta(3, n))   ]
[     eta(4) binomial(n, 4 - 4 kron_delta(4, n))     ]
[                                                    ]
[   eta(3) binomial(n - 1, 4 - 4 kron_delta(4, n))   ]
Col 4 = [                                                    ]
[ eta(2) binomial(n - 2, 4 - 4 kron_delta(4, n)) + 1 ]
[                                                    ]
[   eta(1) binomial(n - 3, 4 - 4 kron_delta(4, n))   ]
(%i3) ```
Run Example
```h[i,j]:=kron_delta(i+1,j)+binomial(n-i+1,j-j*kron_delta(j,n))*eta(j-i+1);
(%o1) h     := kron_delta(i + 1, j) + binomial(n - i + 1,
i, j
j - j kron_delta(j, n)) eta(j - i + 1)
(%i2) m: genmatrix(h,1,1);
(%o2)            [ eta(1) binomial(n, 1 - kron_delta(1, n)) ]
(%i3) ```
Run Example
```h[i,j]:=kron_delta(i+1,j)+binomial(4-i,j-j*kron_delta(j,3))*eta(j-i+1);
(%o1) h     := kron_delta(i + 1, j) + binomial(4 - i, j - j kron_delta(j, 3))
i, j
eta(j - i + 1)
(%i2) m: genmatrix(h,4,4);
[ 3 eta(1)  3 eta(2) + 1    eta(3)    0 ]
[                                       ]
[ 2 eta(0)     eta(1)     eta(2) + 1  0 ]
(%o2)              [                                       ]
[ eta(- 1)       0          eta(1)    1 ]
[                                       ]
[    0           0          eta(0)    0 ]
(%i3) ```

### Related Help

Help for Binomial

Help for Delta

Help for Genmatrix

Help for Kron_delta