# dan_fulea's profile - karma

## dan_fulea's karma change log

10 0 Positive polynomial as a sum of squares ( 2020-10-25 21:43:09 -0500 )

10 0 How is curve C(b) converted to elliptic curve? ( 2020-10-12 10:12:27 -0500 )

0 -10 How is curve C(b) converted to elliptic curve? ( 2020-10-12 10:12:26 -0500 )

10 0 How is curve C(b) converted to elliptic curve? ( 2020-10-12 10:12:25 -0500 )

15 0 Rewriting linear combination of Groebner basis in terms of original terms ( 2020-09-11 16:54:45 -0500 )

10 0 Finding solution of expression with fractional power ( 2020-09-05 04:00:31 -0500 )

10 0 Rewriting linear combination of Groebner basis in terms of original terms ( 2020-09-04 10:32:34 -0500 )

15 0 It takes so long to generate dictionary of GL elements. ( 2020-08-30 21:25:37 -0500 )

0 -15 It takes so long to generate dictionary of GL elements. ( 2020-08-30 21:25:36 -0500 )

15 0 Lusztig's a-function for the symmetric group via Sage ( 2020-08-14 13:28:08 -0500 )

10 0 Lusztig's a-function for the symmetric group via Sage ( 2020-08-14 13:28:07 -0500 )

10 0 Lusztig's a-function for the symmetric group via Sage ( 2020-08-14 11:53:40 -0500 )

10 0 how to delete all programs, inputs and output in the sage console ? ( 2020-08-13 08:12:05 -0500 )

15 0 how to delete all programs, inputs and output in the sage console ? ( 2020-08-13 08:12:03 -0500 )

10 0 Sage fails to recognize 1 + (1/2 + i*sqrt(3)/2)^3 is zero ( 2020-08-07 18:47:14 -0500 )

15 0 How to find the generator of the points on the quartic curve? ( 2020-08-06 03:06:14 -0500 )

10 0 How can I find the elements in a factor ring? ( 2020-08-05 17:42:18 -0500 )

10 0 How to find the generator of the points on the quartic curve? ( 2020-08-05 17:39:56 -0500 )

10 0 Sage fails to recognize 1 + (1/2 + i*sqrt(3)/2)^3 is zero ( 2020-08-05 17:37:07 -0500 )

10 0 How to find the generator of the points on the quartic curve? ( 2020-08-05 13:41:43 -0500 )

10 0 How can I find the elements in a factor ring? ( 2020-08-05 13:41:12 -0500 )

10 0 Sage fails to recognize 1 + (1/2 + i*sqrt(3)/2)^3 is zero ( 2020-08-05 13:40:28 -0500 )

10 0 Trouble with an integral ( 2020-06-30 09:43:53 -0500 )

10 0 Find elements of left coset ZZ_6/{0,3} ( 2020-06-29 10:36:32 -0500 )

15 0 How to make a permutation of a card problem and compute its order? ( 2020-06-17 06:34:01 -0500 )

15 0 How to find the longest consecutive repeated part of a string? ( 2020-06-17 06:33:16 -0500 )

10 0 How do I show in sage that an ideal is contained in another? ( 2020-06-12 09:41:38 -0500 )

0 -2 A changing color in an autocovariance graph ( 2020-06-12 08:38:32 -0500 )

15 0 Variable elimination in Sage ( 2020-06-08 13:45:29 -0500 )

10 0 Variable elimination in Sage ( 2020-06-05 19:01:00 -0500 )

10 0 Monomial coefficients in a PBW basis ( 2020-06-03 12:56:36 -0500 )

15 0 Evaluating the Eisenstein series ( 2020-05-19 01:25:47 -0500 )

0 -15 Evaluating the Eisenstein series ( 2020-05-19 01:25:44 -0500 )

10 0 Evaluating the Eisenstein series ( 2020-05-16 04:25:24 -0500 )

15 0 Evaluating the Eisenstein series ( 2020-05-16 04:25:22 -0500 )

10 0 How do I convert a 6th degree curve to an elliptic curve? ( 2020-05-15 06:05:08 -0500 )

10 0 Displaying Z-coordinate of the Elliptic curve points ( 2020-05-15 06:04:38 -0500 )

10 0 Evaluating the Eisenstein series ( 2020-05-15 05:51:31 -0500 )

10 0 Evaluating the Eisenstein series ( 2020-05-15 03:47:56 -0500 )

10 0 Evaluating the Eisenstein series ( 2020-05-15 03:21:00 -0500 )

15 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:16 -0500 )

0 -10 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:15 -0500 )

10 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:14 -0500 )

0 -10 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:14 -0500 )

10 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:14 -0500 )

0 -10 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:14 -0500 )

10 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:13 -0500 )

0 -10 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:13 -0500 )

10 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:13 -0500 )

0 -10 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:13 -0500 )

10 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-05-14 04:23:13 -0500 )

10 0 Greek variables ( 2020-05-10 02:38:16 -0500 )

10 0 Cannot compute limit of sum(log(k),k,1,n)/(n*log(n)) ( 2020-04-24 00:44:19 -0500 )

15 0 Greek variables ( 2020-04-22 16:14:23 -0500 )

10 0 Greek variables ( 2020-04-22 11:57:10 -0500 )

10 0 I have the hyperelliptic curve y^2=x^4+81473/1024*x^2-1. How do I convert this curve to an elliptic curve in a short weierstrass form? ( 2020-04-22 10:47:01 -0500 )

15 0 dividing range by combinations ( 2020-04-22 01:05:17 -0500 )

10 0 lifting modular symbols for newform of level 35 at p = 5, 7 ( 2020-04-19 04:49:01 -0500 )

10 0 How to make a permutation of a card problem and compute its order? ( 2020-04-14 06:54:45 -0500 )

10 0 find correct coefficients in $n$ ( 2020-04-14 02:23:18 -0500 )

10 0 multiply the point by 2^-1 (mod n) ( 2020-04-14 01:35:06 -0500 )

10 0 multiply the point by 2^-1 (mod n) ( 2020-04-13 21:26:47 -0500 )

15 0 Partially commutative monoid of a graph ( 2020-02-19 19:06:06 -0500 )

10 0 Plot all complex numbers, for which a predicate holds ( 2020-02-10 15:29:53 -0500 )

10 0 It takes so long to generate dictionary of GL elements. ( 2020-02-08 13:37:31 -0500 )

15 0 It takes so long to generate dictionary of GL elements. ( 2020-02-08 13:37:29 -0500 )

10 0 Efficiently computing tower fields for pairings ( 2020-02-03 07:32:06 -0500 )

15 0 Constructing a dictionary where the values are lists ( 2019-11-18 09:24:29 -0500 )

10 0 Constructing a dictionary where the values are lists ( 2019-11-18 09:24:24 -0500 )

10 0 Element-wise product of matrices ( 2019-08-11 08:56:27 -0500 )

15 0 make sage use \dfrac instead of \frac ( 2019-07-17 03:03:39 -0500 )

10 0 make sage use \dfrac instead of \frac ( 2019-07-17 03:03:20 -0500 )

0 -2 elliptic curve point multiplicative inverse ( 2019-07-16 05:45:44 -0500 )

10 0 (f(g(x)) in Sage? How? ( 2019-07-15 17:04:27 -0500 )

0 -2 Boost implementation of Dijkstra's algorithm ( 2019-07-12 11:21:01 -0500 )

10 0 Towered extension fields through chosen polynomial ( 2019-06-17 10:38:36 -0500 )

10 0 roots of third degree polynomial ( 2019-06-15 10:54:10 -0500 )

10 0 Solving an ODE and simplifying the result ( 2019-05-16 12:23:46 -0500 )

15 0 Monomial coefficients in a PBW basis ( 2019-05-08 06:56:36 -0500 )

10 0 Monomial coefficients in a PBW basis ( 2019-05-06 04:39:17 -0500 )

10 0 Monomial coefficients in a PBW basis ( 2019-05-03 13:48:58 -0500 )

10 0 Tensor slicing ( 2019-04-24 11:34:26 -0500 )

15 0 Tensor slicing ( 2019-04-24 11:34:23 -0500 )

10 0 Tensor slicing ( 2019-04-24 07:55:13 -0500 )

15 0 Defining a 'nice' Compositum ( 2019-04-23 23:39:43 -0500 )

10 0 Defining a 'nice' Compositum ( 2019-04-23 07:28:44 -0500 )

10 0 Contracting with Christoffel symbols ( 2019-04-23 02:05:59 -0500 )

10 0 Factoring modulo prime ideal ( 2019-04-18 13:49:09 -0500 )

10 0 Bicyclic Graphs having highest second smallest laplacian eigen value from a collection ( 2019-04-02 13:42:18 -0500 )

0 -10 Bicyclic Graphs having highest second smallest laplacian eigen value from a collection ( 2019-04-02 13:42:16 -0500 )

10 0 Bicyclic Graphs having highest second smallest laplacian eigen value from a collection ( 2019-04-02 07:42:11 -0500 )

0 -10 Bicyclic Graphs having highest second smallest laplacian eigen value from a collection ( 2019-04-02 07:42:10 -0500 )

15 0 Bicyclic Graphs having highest second smallest laplacian eigen value from a collection ( 2019-04-02 07:42:08 -0500 )

10 0 Bicyclic Graphs having highest second smallest laplacian eigen value from a collection ( 2019-04-02 07:42:06 -0500 )

15 0 Solving Sytem of Equations with Trig ( 2019-02-08 16:45:33 -0500 )

10 0 Grobner basis ( 2019-02-03 13:42:17 -0500 )