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Dynamics of conflicts in WikipediaPotentiating cancer immunotherapy using an oncolytic virusRecent translational research: computational studies of breast cancerComputational Modelling of Metastasis Development in Renal Cell CarcinomaThe tumor as an organ: comprehensive spatial and temporal modeling of the tumor and its microenvironmentClassical mathematical models for description and prediction of experimental tumor growthMicro-environmental mechanical stress controls tumor spheroid size and morphology by suppressing proliferation and inducing apoptosis in cancer cellsPredictive modeling of in vivo response to gemcitabine in pancreatic cancerLifespan based pharmacokinetic-pharmacodynamic model of tumor growth inhibition by anticancer therapeuticsEffect of antigen shedding on targeted delivery of immunotoxins in solid tumors from a mathematical model14C BOMB-PULSE DATING AND STABLE ISOTOPE ANALYSIS FOR GROWTH RATE AND DIETARY INFORMATION IN BREAST CANCER?Estimating Tumor Growth Rates In Vivo.Non-linear Growth Models in Mplus and SAS.Solid tumor models for the assessment of different treatment modalities: I. Radiation-induced changes in growth rate characteristics of a solid tumor model.Effects of subsampling on characteristics of RNA-seq data from triple-negative breast cancer patients.A non-parametric method for the analysis of experimental tumour growth data.Pharmacodynamic model for chemotherapy-induced anemia in rats.New concepts in breast cancer emerge from analyzing clinical data using numerical algorithmsOther paradigms: growth rate constants and tumor burden determined using computed tomography data correlate strongly with the overall survival of patients with renal cell carcinoma.A review of mixed-effects models of tumor growth and effects of anticancer drug treatment used in population analysis.Modeling the competition between lung metastases and the immune system using agents.The role of targeted agents in the adjuvant treatment of colon cancer: a meta-analysis of randomized phase III studies and reviewThe use of Gompertz models in growth analyses, and new Gompertz-model approach: An addition to the Unified-Richards family.Safety margin in irradiation of colorectal liver metastases: assessment of the control dose of micrometastases.Chemotherapy in conjoint aging-tumor systems: some simple models for addressing coupled aging-cancer dynamicsAncestral inference in tumors: how much can we know?Kinetics of tumor growth and regression in IgG multiple myeloma.Comparing the benefits of screening for breast cancer and lung cancer using a novel natural history model.Protein analyses in myelomatosis.Topographic differences in the adolescent maturation of the slow wave EEG during NREM sleep.In situ parameter identification of optimal density-elastic modulus relationships in subject-specific finite element models of the proximal femur.A computational model for predicting nanoparticle accumulation in tumor vasculature.A possible explanation for the variable frequencies of cancer stem cells in tumors.Evolutionary dynamics of feedback escape and the development of stem-cell-driven cancers.Immunoglobulin synthesis and total body tumor cell number in IgG multiple myeloma.Modeling of Cancer Stem Cell State Transitions Predicts Therapeutic Response.Modeling cancer metabolism on a genome scale.Modelling and predicting the spatial distribution of tree root density in heterogeneous forest ecosystemsDifferences in predictions of ODE models of tumor growth: a cautionary example.Measurement of growth rate of lung metastases in 21 patients with bone or soft-tissue sarcoma
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P2860
description
1964 nî lūn-bûn
@nan
1964年の論文
@ja
1964年論文
@yue
1964年論文
@zh-hant
1964年論文
@zh-hk
1964年論文
@zh-mo
1964年論文
@zh-tw
1964年论文
@wuu
1964年论文
@zh
1964年论文
@zh-cn
name
DYNAMICS OF TUMOR GROWTH
@ast
DYNAMICS OF TUMOR GROWTH
@en
type
label
DYNAMICS OF TUMOR GROWTH
@ast
DYNAMICS OF TUMOR GROWTH
@en
prefLabel
DYNAMICS OF TUMOR GROWTH
@ast
DYNAMICS OF TUMOR GROWTH
@en
P356
P1476
DYNAMICS OF TUMOR GROWTH
@en
P2093
P2860
P2888
P304
P356
10.1038/BJC.1964.55
P407
P577
1964-09-01T00:00:00Z