完整规则依据

Beijing University of Posts and Telecommunications → University of Michigan

原课程完整组

MATRIX THEORY AND METHOD

对应课程完整组

MATH 419: Lin Sp Matrix Thy

Transferable (adjusted credit)

原始字段与条件

规则编号

070ade03c12cab33da8ad90de12f1a37c40ea2560b88aef6bcd485d105c4c311

原学校编号

000001388

原学校名称

Beijing University of Posts and Telecommunications

原站接收项目编号

00012

接收学院名称

College of Pharmacy

原站组合编号

89-3497780

原课程完整组

MATRIX THEORY AND METHOD

UMich课程完整组

MATH 419: Lin Sp Matrix Thy

原站状态

Transferable (adjusted credit)

拒绝原因

官网备注

Expires 2029-12-31. After the expiration date, no MATH credit is granted. Submit for reevaluation (see https://lsa.umich.edu/math/undergraduates/policies/transfer-credit.html).

原课程学期制

OTHR

完整规则JSON

{
  "comments": "Expires 2029-12-31. After the expiration date, no MATH credit is granted. Submit for reevaluation (see https://lsa.umich.edu/math/undergraduates/policies/transfer-credit.html).",
  "ext_crse_id": " ",
  "ext_display_title": "MATRIX THEORY AND METHOD",
  "ext_list": null,
  "ext_org_id": "000001388",
  "ext_org_name": null,
  "ext_term_type": "OTHR",
  "ext_title": "MATRIX THEORY AND METHOD",
  "group_nbr": "89-3497780",
  "reject_reason": "",
  "reject_reason_descr": "",
  "title_30": "MATRIX THEORY AND METHOD",
  "transfer_status": "Transferable (adjusted credit)",
  "um_acad_prog": "00012",
  "um_course_title": "Lin Sp Matrix Thy",
  "um_crse_id": "007771",
  "um_crse_offer_nbr": 2,
  "um_display_title": "MATH 419: Lin Sp Matrix Thy",
  "um_list": null,
  "um_subj_catlg": "MATH 419"
}

官网

https://transfercredit.ugadmiss.umich.edu/external