A system for machine training can comprise one or more data processors and a non-transitory computer-readable storage medium containing instructions which, when executed on the one or more data processors, cause the one or more data processors to perform operations including: accessing a dataset comprising data tracking a plurality of features; determining a series of values for a regularization parameter of a sparse support vector machine model, the series including an initial regularization value and a next regularization value; computing an initial solution to the sparse support vector machine model for the initial regularization value; identifying, using the initial solution, inactive features of the sparse support vector machine model for the next regularization value; and computing a next solution to the sparse support vector machine model for the next regularization value, wherein computing the next solution includes excluding the inactive features.
Please help me write a proper abstract based on the patent claims. CLAIM: 1. A system, comprising: one or more data processors; and a non-transitory computer-readable storage medium containing instructions which, when executed on the one or more data processors, cause the one or more data processors to perform operations including: accessing a dataset comprising data tracking a plurality of features; determining a series of values for a regularization parameter of a sparse support vector machine model, the series including an initial regularization value and a next regularization value, the sparse support vector machine model including a dual form defined by a dual variable; computing an initial solution to the sparse support vector machine model for the initial regularization value; identifying, using the initial solution, inactive features of the sparse support vector machine model for the next regularization value, wherein identifying an inactive feature includes determining an upper bound for an inner product of a weighted feature and the dual variable for the next regularization value and identifying the weighted feature as an inactive feature when the upper bound is less than one; and computing a next solution to the sparse support vector machine model for the next regularization value, wherein computing the next solution includes excluding the inactive features. 2. The system of claim 1, wherein the operations further include determining the initial regularization value, wherein determining the initial regularization value includes identifying one of a series of predefined values_associated with one of the plurality of features. 3. (canceled) 4. The system of claim 1, wherein determining the upper bound includes: determining an initial dual variable for the initial regularization value using the initial solution; constraining the dual variable for the next regularization value to a convex set using the initial dual variable; and determining the upper bound by calculating a maximum value of the convex set. 5. The system of claim 1, wherein the sparse support vector machine model is an L1 norm regularized L2 loss support vector machine model. 6. The system of claim 1, wherein the operations further include: receiving a classification request, wherein the classification request includes an indication of the dataset; and transmitting a classification response, wherein the classification response is based on the initial solution and the next solution. 7. The system of claim 1, wherein the operations further include: compiling the initial solution and the next solution into an overall solution to the sparse support vector machine model; accessing a second dataset containing data to be classified; and classifying the second dataset using the sparse support vector machine model, wherein classifying the second dataset includes applying the overall solution to the sparse support vector machine model. 8. A computer-program product tangibly embodied in a non-transitory machine-readable storage medium, including instructions configured to cause a data processing apparatus to perform operations including: accessing a dataset comprising data tracking a plurality of features; determining a series of values for a regularization parameter of a sparse support vector machine model, the series including an initial regularization value and a next regularization value, the sparse support vector machine model including a dual form defined by a dual variable; computing an initial solution to the sparse support vector machine model for the initial regularization value; identifying, using the initial solution, inactive features of the sparse support vector machine model for the next regularization value, wherein identifying an inactive feature includes determining an upper bound for an inner product of a weighted feature and the dual variable for the next regularization value and identifying the weighted feature as an inactive feature when the upper bound is less than one; and computing a next solution to the sparse support vector machine model for the next regularization value, wherein computing the next solution includes excluding the inactive features. 9. The computer-program product of claim 8, wherein the operations further include determining the initial regularization value, wherein determining the initial regularization value includes identifying one of a series of predefined values associated with one of the plurality of features. 10. (canceled) 11. The computer-program product of claim 8, wherein determining the upper bound includes: determining an initial dual variable for the initial regularization value using the initial solution; constraining the dual variable for the next regularization value to a convex set using the initial dual variable; and determining the upper bound by calculating a maximum value of the convex set. 12. The computer-program product of claim 8, wherein the sparse support vector machine model is an L1 norm regularized L2 loss support vector machine model. 13. The computer-program product of claim 8, wherein the operations further include: receiving a classification request, wherein the classification request includes an indication of the dataset; and transmitting a classification response, wherein the classification response is based on the initial solution and the next solution. 14. The computer-program product of claim 8, wherein the operations further include: compiling the initial solution and the next solution into an overall solution to the sparse support vector machine model; accessing a second dataset containing data to be classified; and classifying the second dataset using the sparse support vector machine model, wherein classifying the second dataset includes applying the overall solution to the sparse support vector machine model. 15. A computer-implemented method, comprising: accessing a dataset comprising data tracking a plurality of features; determining a series of values for a regularization parameter of a sparse support vector machine model, the series including an initial regularization value and a next regularization value, the sparse support vector machine model including a dual form defined by a dual variable; computing an initial solution to the sparse support vector machine model for the initial regularization value; identifying, using the initial solution, inactive features of the sparse support vector machine model for the next regularization value, wherein identifying an inactive feature includes determining an upper bound for an inner product of a weighted feature and the dual variable for the next regularization value and identifying the weighted feature as an inactive feature when the upper bound is less than one; and computing a next solution to the sparse support vector machine model for the next regularization value, wherein computing the next solution includes excluding the inactive features. 16. The method of claim 15, further comprising determining the initial regularization value, wherein determining the initial regularization value includes identifying one of a series of predefined values associated with one of the plurality of features. 17. (canceled) 18. The method of claim 15, wherein determining the upper bound includes: determining an initial dual variable for the initial regularization value using the initial solution; constraining the dual variable for the next regularization value to a convex set using the initial dual variable; and determining the upper bound by calculating a maximum value of the convex set. 19. The method of claim 15, wherein the sparse support vector machine model is an L1 norm regularized L2 loss support vector machine model. 20. The method of claim 15, further comprising: receiving a classification request, wherein the classification request includes an indication of the dataset; and transmitting a classification response, wherein the classification response is based on the initial solution and the next solution. 21. (canceled) 22. The method of claim 15, further comprising: compiling the initial solution and the next solution into an overall solution to the sparse support vector machine model; accessing a second dataset containing data to be classified; and classifying the second dataset using the sparse support vector machine model, wherein classifying the second dataset includes applying the overall solution to the sparse support vector machine model.